FULL_gene_pups_ezequiel.ipynb

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   "source": [
    "import pandas as pd\n",
    "import bioframe\n",
    "import matplotlib.pyplot as plt\n",
    "import numpy as np"
   ]
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    "from matplotlib.colors import LogNorm, Normalize\n",
    "# https://stackoverflow.com/questions/48625475/python-shifted-logarithmic-colorbar-white-color-offset-to-center\n",
    "class MidPointLogNorm(LogNorm):\n",
    "    def __init__(self, vmin=None, vmax=None, midpoint=None, clip=False):\n",
    "        LogNorm.__init__(self, vmin=vmin, vmax=vmax, clip=clip)\n",
    "        self.midpoint=midpoint\n",
    "    def __call__(self, value, clip=None):\n",
    "        result, is_scalar = self.process_value(value)\n",
    "        x, y = [np.log(self.vmin), np.log(self.midpoint), np.log(self.vmax)], [0, 0.5, 1]\n",
    "        return np.ma.array(np.interp(np.log(value), x, y), mask=result.mask, copy=False)"
   ]
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   "source": [
    "# import standard python libraries\n",
    "import seaborn as sns\n",
    "# import libraries for biological data analysis\n",
    "from coolpuppy import coolpup as cp\n",
    "import cooler\n",
    "import bioframe\n",
    "# only to get the \"fall\" colormap ...\n",
    "import cooltools.lib.plotting\n",
    "from matplotlib import colors"
   ]
  },
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   "source": [
    "import scipy\n",
    "from cooltools import expected_cis\n",
    "from mpire import WorkerPool\n",
    "\n",
    "# plot pileup ...\n",
    "\n",
    "def plot_cpup(hm_plus, flip45=True ):\n",
    "    \"\"\"\n",
    "    extract cpup pileup from that huge dictionary for a given sample (exp,size)\n",
    "    and also flip45 if requested ...\n",
    "    \"\"\"\n",
    "    # hm_plus = df.loc[0,\"data\"]\n",
    "    hm_average = hm_plus\n",
    "    if not flip45:\n",
    "        return hm_average\n",
    "    else:\n",
    "        _hm = scipy.ndimage.rotate(hm_average,45,cval=np.nan,reshape=True)\n",
    "        l,w = _hm.shape\n",
    "        half_l = l//2\n",
    "        # removing upper pic spitz vershina \"verh == up\"\n",
    "        pic_hide = int(0.33*half_l)\n",
    "        return _hm[pic_hide:half_l,:]\n",
    "\n",
    "def check_spacedout(l):\n",
    "    x = np.array(l, dtype=int)\n",
    "    # make sure relevant exons are spaced out enough ...\n",
    "    return np.diff(np.sort(x)).min()\n"
   ]
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    "def get_gene_pup(\n",
    "    sites,\n",
    "    clr,\n",
    "    resolution,\n",
    "    _cols=[\"chrom\",\"start\",\"end\", \"strand\"],\n",
    "    _flip_strand=True,\n",
    "    _nproc=16\n",
    "):\n",
    "    \"\"\"\n",
    "    generate scaled local pile-up for a collection of sites for a given\n",
    "    cooler (clr) at a given resolution - keeping the padding size equal\n",
    "    to the interval itself.\n",
    "    \"\"\"\n",
    "    _sites = sites[_cols] \\\n",
    "        .reset_index(drop=True) \\\n",
    "        .rename( dict(zip(_cols,[\"chrom\",\"start\",\"end\",\"strand\"])), axis=1 )\n",
    "    # create coords - for rescaled genes ...\n",
    "    cc = cp.CoordCreator(\n",
    "        _sites,\n",
    "        resolution=resolution,\n",
    "        features_format='bed',\n",
    "        local=True,\n",
    "        rescale_flank=1.\n",
    "    )\n",
    "    # create pileupper object ...\n",
    "    pu = cp.PileUpper(\n",
    "        clr,\n",
    "        cc,\n",
    "        control = True,\n",
    "        rescale = True,\n",
    "        rescale_size = 199,\n",
    "        flip_negative_strand=_flip_strand,\n",
    "    )\n",
    "    print(f\"working on a group of {len(_sites)} size ...\")\n",
    "    # pileupsWithControl\n",
    "    # pileupsByStrandWithControl\n",
    "    pup = pu.pileupsWithControl(nproc=_nproc)\n",
    "    # return pup.loc[0,\"data\"]\n",
    "    return pup.set_index(\"group\").loc[\"all\",\"data\"]\n",
    "\n",
    "\n",
    "def get_up_down_gene(df, debug=False):\n",
    "    \"\"\"\n",
    "    given exonStarts and exonEnds yield 2 BEDframes corresponding to alternative transcription variants ...\n",
    "    \"\"\"\n",
    "    df_upstream = df.copy()\n",
    "    df_downstream = df.copy()\n",
    "\n",
    "    _0 = df[\"exonStarts\"].str.split(\",\").str[0].astype(int).to_numpy()\n",
    "    _1 = df[\"exonStarts\"].str.split(\",\").str[1].astype(int).to_numpy()\n",
    "    _2 = df[\"exonStarts\"].str.split(\",\").str[2].astype(int).to_numpy()\n",
    "    _3 = df[\"exonStarts\"].str.split(\",\").str[3].astype(int).to_numpy()\n",
    "    \n",
    "    # needed for the \"-\" transcripts ...\n",
    "    _0e = df[\"exonEnds\"].str.split(\",\").str[0].astype(int).to_numpy()\n",
    "    _1e = df[\"exonEnds\"].str.split(\",\").str[1].astype(int).to_numpy()\n",
    "    _2e = df[\"exonEnds\"].str.split(\",\").str[2].astype(int).to_numpy()\n",
    "    _3e = df[\"exonEnds\"].str.split(\",\").str[3].astype(int).to_numpy()\n",
    "    \n",
    "    # following is true for \"+\" strand :\n",
    "    # TSSs\n",
    "    df_upstream[\"start\"] = _0\n",
    "    df_downstream[\"start\"] = _1\n",
    "    # TESs\n",
    "    df_upstream[\"end\"] = _2\n",
    "    df_downstream[\"end\"] = _3\n",
    "\n",
    "    # now goes \"-\":\n",
    "    _plus_strand = df.eval(\"strand=='+'\")\n",
    "    # upstream - kinda the \"main\" one\n",
    "    df_upstream[\"start\"] = df_upstream[\"start\"].where(_plus_strand, other=_2e)\n",
    "    df_upstream[\"end\"] = df_upstream[\"end\"].where(_plus_strand, other=_0e)\n",
    "    # downstream - the \"secondary\" one - one that starts downstream ...\n",
    "    df_downstream[\"start\"] = df_downstream[\"start\"].where(_plus_strand, other=_3e)\n",
    "    df_downstream[\"end\"] = df_downstream[\"end\"].where(_plus_strand, other=_1e)\n",
    " \n",
    "    df_upstream[\"size\"] = df_upstream.eval(\"end - start\")\n",
    "    df_downstream[\"size\"] = df_downstream.eval(\"end - start\")\n",
    "    \n",
    "    # just make sure start is always lower than end ...\n",
    "    if debug:\n",
    "        print(\"upstream\")\n",
    "        print( df_upstream.eval(\"end < start\").sum())\n",
    "        print( df_upstream.query(\"end < start\")[\"geneName\"])\n",
    "        print( df_upstream.query(\"end < start\").eval(\"cdsEnd - cdsStart\"))\n",
    "        print(\"downstream\")\n",
    "        print( df_downstream.eval(\"end < start\").sum())\n",
    "        print( df_downstream.query(\"end < start\")[\"geneName\"])\n",
    "        print( df_downstream.query(\"end < start\").eval(\"cdsEnd - cdsStart\"))\n",
    "        \n",
    "    return df_upstream, df_downstream\n",
    "\n",
    "def get_3way_gene(df):\n",
    "    \"\"\"\n",
    "    given exonStarts and exonEnds yield 4 BEDframes corresponding to alternative transcription variants ...\n",
    "    \"\"\"\n",
    "    df_upup = df.copy()\n",
    "    df_downdown = df.copy()\n",
    "    df_updown = df.copy()  # full gene body\n",
    "\n",
    "    _0 = df[\"exonStarts\"].str.split(\",\").str[0].astype(int).to_numpy()\n",
    "    _1 = df[\"exonStarts\"].str.split(\",\").str[1].astype(int).to_numpy()\n",
    "    _2 = df[\"exonStarts\"].str.split(\",\").str[2].astype(int).to_numpy()\n",
    "    _3 = df[\"exonStarts\"].str.split(\",\").str[3].astype(int).to_numpy()\n",
    "    \n",
    "    # needed for the \"-\" transcripts ...\n",
    "    _0e = df[\"exonEnds\"].str.split(\",\").str[0].astype(int).to_numpy()\n",
    "    _1e = df[\"exonEnds\"].str.split(\",\").str[1].astype(int).to_numpy()\n",
    "    _2e = df[\"exonEnds\"].str.split(\",\").str[2].astype(int).to_numpy()\n",
    "    _3e = df[\"exonEnds\"].str.split(\",\").str[3].astype(int).to_numpy()\n",
    "    \n",
    "    # following is true for \"+\" strand :\n",
    "    # TSSs\n",
    "    df_upup[\"start\"] = _0\n",
    "    df_downdown[\"start\"] = _1\n",
    "    df_updown[\"start\"] = _0\n",
    "    # TESs\n",
    "    df_upup[\"end\"] = _2\n",
    "    df_downdown[\"end\"] = _3\n",
    "    df_updown[\"end\"] = _3\n",
    "\n",
    "    # now goes \"-\":\n",
    "    _plus_strand = df.eval(\"strand=='+'\")\n",
    "    # upstream - kinda the \"main\" one\n",
    "    df_upup[\"start\"] = df_upup[\"start\"].where(_plus_strand, other=_2e)  # upstream TES\n",
    "    df_upup[\"end\"] = df_upup[\"end\"].where(_plus_strand, other=_0e)  # upstream TSS (gene's start)\n",
    "\n",
    "    # up - down combo ....\n",
    "    df_updown[\"start\"] = df_updown[\"start\"].where(_plus_strand, other=_3e)  # downstream TES (gene's end)\n",
    "    df_updown[\"end\"] = df_updown[\"end\"].where(_plus_strand, other=_0e)  # upstream TSS (gene's start)\n",
    "\n",
    "    # downstream - the \"secondary\" one - one that starts downstream ...\n",
    "    df_downdown[\"start\"] = df_downdown[\"start\"].where(_plus_strand, other=_3e)  # downstream TES (gene's end)\n",
    "    df_downdown[\"end\"] = df_downdown[\"end\"].where(_plus_strand, other=_1e)  # downstream TSS\n",
    " \n",
    "    df_upup[\"size\"] = df_upup.eval(\"end - start\")\n",
    "    df_downdown[\"size\"] = df_downdown.eval(\"end - start\")\n",
    "    df_updown[\"size\"] = df_updown.eval(\"end - start\")\n",
    "\n",
    "    assert (df_upup[\"size\"]>0).all()\n",
    "    assert (df_downdown[\"size\"]>0).all()\n",
    "    assert (df_updown[\"size\"]>0).all()\n",
    "\n",
    "    return df_upup, df_downdown, df_updown\n",
    "\n",
    "\n",
    "# def get_up_down_gene_mids(df, debug=False):\n",
    "#     \"\"\"\n",
    "#     given exonStarts and exonEnds yield 2 BEDframes corresponding to alternative transcription variants ...\n",
    "#     \"\"\"\n",
    "#     df_upstream = df.copy()\n",
    "#     df_downstream = df.copy()\n",
    "#     df[\"exonMids\"] = df[\"exonStarts\"].str.split(\",\").apply(lambda x: 0.5*np.array(x, dtype=int)) + \\\n",
    "#                      df[\"exonEnds\"].str.split(\",\").apply(lambda x: 0.5*np.array(x, dtype=int))\n",
    "#     df[\"exonMids\"] = df[\"exonMids\"].apply(lambda x: \",\".join([str(int(_)) for _ in x]))\n",
    "\n",
    "#     _0 = df[\"exonMids\"].str.split(\",\").str[0].astype(int).to_numpy()\n",
    "#     _1 = df[\"exonMids\"].str.split(\",\").str[1].astype(int).to_numpy()\n",
    "#     _2 = df[\"exonMids\"].str.split(\",\").str[2].astype(int).to_numpy()\n",
    "#     _3 = df[\"exonMids\"].str.split(\",\").str[3].astype(int).to_numpy()\n",
    "   \n",
    "#     # following is true for \"+\" strand :\n",
    "#     # TSSs\n",
    "#     df_upstream[\"start\"] = _0\n",
    "#     df_downstream[\"start\"] = _1\n",
    "#     # TESs\n",
    "#     df_upstream[\"end\"] = _2\n",
    "#     df_downstream[\"end\"] = _3\n",
    "\n",
    "#     # now goes \"-\":\n",
    "#     _plus_strand = df.eval(\"strand=='+'\")\n",
    "#     # upstream - kinda the \"main\" one\n",
    "#     df_upstream[\"start\"] = df_upstream[\"start\"].where(_plus_strand, other=_2)\n",
    "#     df_upstream[\"end\"] = df_upstream[\"end\"].where(_plus_strand, other=_0)\n",
    "#     # downstream - the \"secondary\" one - one that starts downstream ...\n",
    "#     df_downstream[\"start\"] = df_downstream[\"start\"].where(_plus_strand, other=_3)\n",
    "#     df_downstream[\"end\"] = df_downstream[\"end\"].where(_plus_strand, other=_1)\n",
    " \n",
    "#     df_upstream[\"size\"] = df_upstream.eval(\"end - start\")\n",
    "#     df_downstream[\"size\"] = df_downstream.eval(\"end - start\")\n",
    "\n",
    "#     return df_upstream, df_downstream"
   ]
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   "id": "f2f605e7-ce9e-411c-8c9d-b134ebb557ff",
   "metadata": {},
   "source": [
    "## Latest files with the genes ...\n",
    "\n",
    "```sh\n",
    "\n",
    "# H1 ESC ...\n",
    "./latest_from_ezequiel/control_H1_nofilter.tsv\n",
    "./latest_from_ezequiel/MaPITA_H1_nofilter.tsv\n",
    "\n",
    "# HFFc6 ...\n",
    "./latest_from_ezequiel/control_HHFFc6_nofilter.tsv\n",
    "./latest_from_ezequiel/MaPITA_HHFFc6_nofilter.tsv\n",
    "```"
   ]
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   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      " 20231026_R2-100vsR2-50.pptx\n",
      " 41592_2021_1248_MOESM3_ESM.xlsx\n",
      "'APPLE SPECS.pdf'\n",
      " control_H1_nofilter.tsv\n",
      " control_H1_nofilter_withusage.tsv\n",
      " control_HHFFc6_nofilter.tsv\n",
      " control_HHFFc6_nofilter_withusage.tsv\n",
      " DNase-List.txt.gz\n",
      "'Figure5_inprogress (1).pdf'\n",
      " Figure5_inprogress_new.pdf\n",
      " Figure5_inprogress.pdf\n",
      "'Files with usage information.zip'\n",
      " H1_nofilter_altTSS_uniquepolyA.tsv\n",
      " HHFFc6_nofilter_altTSS_uniquepolyA.tsv\n",
      " MaPITA_H1_nofilter.tsv\n",
      " MaPITA_H1_nofilter_withusage.tsv\n",
      " MaPITA_HHFFc6_nofilter.tsv\n",
      " MaPITA_HHFFc6_nofilter_withusage.tsv\n",
      " Resume_CleisBattaglia.pdf\n",
      " s41594-022-00890-9.pdf\n",
      " TSS.Basic.bed.gz\n",
      "'UMass Chan Cares -- UMass Chan Medical School Charitable Giving.pdf'\n"
     ]
    }
   ],
   "source": [
    "! ls ./latest_from_ezequiel/"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 7,
   "id": "2f0c4f07-da76-4f99-9d41-f4ebb0931cc4",
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   "source": [
    "genes_fnames = {\n",
    "    \"ctrl_esc\": \"./latest_from_ezequiel/control_H1_nofilter.tsv\",\n",
    "    \"pita_esc\": \"./latest_from_ezequiel/MaPITA_H1_nofilter.tsv\",\n",
    "    \"ctrl_hff\": \"./latest_from_ezequiel/control_HHFFc6_nofilter.tsv\",\n",
    "    \"pita_hff\": \"./latest_from_ezequiel/MaPITA_HHFFc6_nofilter.tsv\",\n",
    "}\n",
    "\n",
    "# # Original filtered lists ...\n",
    "# genes_fnames = {\n",
    "#     \"pita_esc\":\"MaPITA_H1.tsv\",\n",
    "#     \"ctrl_esc\":\"control_H1.tsv\",\n",
    "#     \"pita_hff\":\"MaPITA_HHFFc6.tsv\",\n",
    "#     \"ctrl_hff\":\"control_HHFFc6.tsv\",\n",
    "# }\n",
    "# # read 206 genes for ctrl_esc sample, recorded 206 ...\n",
    "# # read 118 genes for pita_esc sample, recorded 118 ...\n",
    "# # read 151 genes for ctrl_hff sample, recorded 151 ...\n",
    "# # read 130 genes for pita_hff sample, recorded 129 ...\n",
    "\n",
    "# list of bad genes ...\n",
    "bad_genes = [\n",
    "    \"ENSG00000254692\",\n",
    "    \"ENSG00000215472\",\n",
    "    \"ENSG00000213551\",\n",
    "    \"ENSG00000213722\",\n",
    "    \"ENSG00000213983\",\n",
    "    \"ENSG00000163162\",\n",
    "    \"ENSG00000213551\",\n",
    "    \"ENSG00000213722\"\n",
    "]"
   ]
  },
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     "shell.execute_reply.started": "2023-12-09T18:44:55.653696Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "read 1013 genes for ctrl_esc sample, recorded 1013 ...\n",
      "read 244 genes for pita_esc sample, recorded 244 ...\n",
      "read 734 genes for ctrl_hff sample, recorded 734 ...\n",
      "read 229 genes for pita_hff sample, recorded 229 ...\n"
     ]
    },
    {
     "data": {
      "text/html": [
       "<div>\n",
       "<style scoped>\n",
       "    .dataframe tbody tr th:only-of-type {\n",
       "        vertical-align: middle;\n",
       "    }\n",
       "\n",
       "    .dataframe tbody tr th {\n",
       "        vertical-align: top;\n",
       "    }\n",
       "\n",
       "    .dataframe thead th {\n",
       "        text-align: right;\n",
       "    }\n",
       "</style>\n",
       "<table border=\"1\" class=\"dataframe\">\n",
       "  <thead>\n",
       "    <tr style=\"text-align: right;\">\n",
       "      <th></th>\n",
       "      <th>chrom</th>\n",
       "      <th>start</th>\n",
       "      <th>end</th>\n",
       "      <th>geneName</th>\n",
       "      <th>citationCount</th>\n",
       "      <th>strand</th>\n",
       "      <th>refseqId</th>\n",
       "      <th>geneId</th>\n",
       "      <th>geneType</th>\n",
       "      <th>geneDesc</th>\n",
       "      <th>cdsStart</th>\n",
       "      <th>cdsEnd</th>\n",
       "      <th>exonStarts</th>\n",
       "      <th>exonEnds</th>\n",
       "      <th>size</th>\n",
       "    </tr>\n",
       "  </thead>\n",
       "  <tbody>\n",
       "    <tr>\n",
       "      <th>0</th>\n",
       "      <td>chr17</td>\n",
       "      <td>50966118</td>\n",
       "      <td>51120865</td>\n",
       "      <td>ENSG00000008294</td>\n",
       "      <td>1.000000</td>\n",
       "      <td>-</td>\n",
       "      <td>ENSG00000008294</td>\n",
       "      <td>ENSG00000008294</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>50966118</td>\n",
       "      <td>51120865</td>\n",
       "      <td>51120354,50974771,51079634,50966118</td>\n",
       "      <td>51120865,50975360,51079734,50966218</td>\n",
       "      <td>154747</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>1</th>\n",
       "      <td>chr19</td>\n",
       "      <td>797075</td>\n",
       "      <td>812356</td>\n",
       "      <td>ENSG00000011304</td>\n",
       "      <td>0.286416</td>\n",
       "      <td>+</td>\n",
       "      <td>ENSG00000011304</td>\n",
       "      <td>ENSG00000011304</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>797075</td>\n",
       "      <td>812356</td>\n",
       "      <td>797075,810543,810848,812173</td>\n",
       "      <td>797505,810620,811046,812356</td>\n",
       "      <td>15281</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>2</th>\n",
       "      <td>chrX</td>\n",
       "      <td>150983286</td>\n",
       "      <td>150988773</td>\n",
       "      <td>ENSG00000029993</td>\n",
       "      <td>0.301244</td>\n",
       "      <td>+</td>\n",
       "      <td>ENSG00000029993</td>\n",
       "      <td>ENSG00000029993</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>150983286</td>\n",
       "      <td>150988773</td>\n",
       "      <td>150983286,150985531,150987740,150988584</td>\n",
       "      <td>150983376,150985749,150987840,150988773</td>\n",
       "      <td>5487</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>3</th>\n",
       "      <td>chr12</td>\n",
       "      <td>50177321</td>\n",
       "      <td>50283546</td>\n",
       "      <td>ENSG00000050405</td>\n",
       "      <td>0.571410</td>\n",
       "      <td>-</td>\n",
       "      <td>ENSG00000050405</td>\n",
       "      <td>ENSG00000050405</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>50177321</td>\n",
       "      <td>50283546</td>\n",
       "      <td>50283420,50200777,50222127,50177321</td>\n",
       "      <td>50283546,50202112,50222227,50177421</td>\n",
       "      <td>106225</td>\n",
       "    </tr>\n",
       "    <tr>\n",
       "      <th>4</th>\n",
       "      <td>chr4</td>\n",
       "      <td>41360631</td>\n",
       "      <td>41699144</td>\n",
       "      <td>ENSG00000064042</td>\n",
       "      <td>0.337254</td>\n",
       "      <td>+</td>\n",
       "      <td>ENSG00000064042</td>\n",
       "      <td>ENSG00000064042</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>protein_coding</td>\n",
       "      <td>41360631</td>\n",
       "      <td>41699144</td>\n",
       "      <td>41360631,41650393,41646154,41698774</td>\n",
       "      <td>41360936,41650608,41646254,41699144</td>\n",
       "      <td>338513</td>\n",
       "    </tr>\n",
       "  </tbody>\n",
       "</table>\n",
       "</div>"
      ],
      "text/plain": [
       "   chrom      start        end         geneName  citationCount strand  \\\n",
       "0  chr17   50966118   51120865  ENSG00000008294       1.000000      -   \n",
       "1  chr19     797075     812356  ENSG00000011304       0.286416      +   \n",
       "2   chrX  150983286  150988773  ENSG00000029993       0.301244      +   \n",
       "3  chr12   50177321   50283546  ENSG00000050405       0.571410      -   \n",
       "4   chr4   41360631   41699144  ENSG00000064042       0.337254      +   \n",
       "\n",
       "          refseqId           geneId        geneType        geneDesc  \\\n",
       "0  ENSG00000008294  ENSG00000008294  protein_coding  protein_coding   \n",
       "1  ENSG00000011304  ENSG00000011304  protein_coding  protein_coding   \n",
       "2  ENSG00000029993  ENSG00000029993  protein_coding  protein_coding   \n",
       "3  ENSG00000050405  ENSG00000050405  protein_coding  protein_coding   \n",
       "4  ENSG00000064042  ENSG00000064042  protein_coding  protein_coding   \n",
       "\n",
       "    cdsStart     cdsEnd                               exonStarts  \\\n",
       "0   50966118   51120865      51120354,50974771,51079634,50966118   \n",
       "1     797075     812356              797075,810543,810848,812173   \n",
       "2  150983286  150988773  150983286,150985531,150987740,150988584   \n",
       "3   50177321   50283546      50283420,50200777,50222127,50177321   \n",
       "4   41360631   41699144      41360631,41650393,41646154,41698774   \n",
       "\n",
       "                                  exonEnds    size  \n",
       "0      51120865,50975360,51079734,50966218  154747  \n",
       "1              797505,810620,811046,812356   15281  \n",
       "2  150983376,150985749,150987840,150988773    5487  \n",
       "3      50283546,50202112,50222227,50177421  106225  \n",
       "4      41360936,41650608,41646254,41699144  338513  "
      ]
     },
     "execution_count": 8,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "# 1: chr\n",
    "# 2: txStart (52301201) [9]\n",
    "# 3: txEnd (52317145) [10]\n",
    "# 4: geneName (ACVRL1)   [2]\n",
    "# 5: citationCount (123) [16]\n",
    "# 6: strand (+)  [8]\n",
    "# 7: refseqId (NM_000020)\n",
    "# 8: geneId (94) [1]\n",
    "# 9: geneType (protein-coding)\n",
    "# 10: geneDesc (activin A receptor type II-like 1)\n",
    "# 11: cdsStart (52306258)\n",
    "# 12: cdsEnd (52314677)\n",
    "# 13: exonStarts (52301201,52306253,52306882,52307342,52307757,52308222,52309008,52309819,52312768,52314542,)\n",
    "# 14: exonEnds (52301479,52306319,52307134,52307554,52307857,52308369,52309284,52310017,52312899,52317145,)\n",
    "_col_names = [\n",
    "    \"chrom\",\n",
    "    \"start\",\n",
    "    \"end\",\n",
    "    \"geneName\",\n",
    "    \"citationCount\",\n",
    "    \"strand\",\n",
    "    \"refseqId\",\n",
    "    \"geneId\",\n",
    "    \"geneType\",\n",
    "    \"geneDesc\",\n",
    "    \"cdsStart\",\n",
    "    \"cdsEnd\",\n",
    "    \"exonStarts\",\n",
    "    \"exonEnds\"\n",
    "]\n",
    "\n",
    "genesdf = {}\n",
    "for k, fname in genes_fnames.items():\n",
    "    #\n",
    "    _df = pd.read_csv(fname, sep=\"\\t\", header=None, names=_col_names )\n",
    "    _df[\"size\"] = _df.eval(\"end - start\")\n",
    "    # save it in a dict:\n",
    "    # genesdf[k] = _df#.query(\"strand =='+'\")\n",
    "    _df = _df.query(\"geneName not in @bad_genes\")\n",
    "    genesdf[k] = _df[_df[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 3000].reset_index(drop=True)\n",
    "    genesdf[k] = _df\n",
    "    print(f\"read {len(_df)} genes for {k} sample, recorded {len(genesdf[k])} ...\")\n",
    "\n",
    "_df.head()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 9,
   "id": "ba43d03a-cf0a-431f-9516-7d04564e1dd4",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:45:03.586695Z",
     "iopub.status.busy": "2023-12-09T18:45:03.586477Z",
     "iopub.status.idle": "2023-12-09T18:45:03.636854Z",
     "shell.execute_reply": "2023-12-09T18:45:03.636335Z",
     "shell.execute_reply.started": "2023-12-09T18:45:03.586680Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "extracting up and down genes for ctrl_esc ...\n",
      "extracting up and down genes for pita_esc ...\n",
      "extracting up and down genes for ctrl_hff ...\n",
      "extracting up and down genes for pita_hff ...\n"
     ]
    }
   ],
   "source": [
    "# split genes by up and down and such ... ala alternative transcripts ...\n",
    "gupup = {}\n",
    "gdowndown = {}\n",
    "gupdown = {}\n",
    "for k, _df in genesdf.items():\n",
    "    print(f\"extracting up and down genes for {k} ...\")\n",
    "    #\n",
    "    # _up, _down = get_up_down_gene(_df)\n",
    "    _upup, _downdown, _updown = get_3way_gene(_df)\n",
    "    gupup[k] = _upup\n",
    "    gdowndown[k] = _downdown\n",
    "    gupdown[k] = _updown"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 10,
   "id": "1a2caac4-cee2-40c8-b29c-9ce1d87cd725",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:45:09.756652Z",
     "iopub.status.busy": "2023-12-09T18:45:09.756458Z",
     "iopub.status.idle": "2023-12-09T18:45:10.076808Z",
     "shell.execute_reply": "2023-12-09T18:45:10.076302Z",
     "shell.execute_reply.started": "2023-12-09T18:45:09.756638Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f444b9cc460>"
      ]
     },
     "execution_count": 10,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "bins  = np.linspace(0,250_000,25)\n",
    "for k in genesdf:\n",
    "    #\n",
    "    plt.hist(genesdf[k][\"size\"],bins=bins,label=f\"{k}\",alpha=0.5)\n",
    "\n",
    "ax = plt.gca()\n",
    "ax.set_xlabel(\"pre mRNA size (before splicing), bp\")\n",
    "ax.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 12,
   "id": "97f89afd-aa1d-4974-8776-06f4e46b7d17",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:45:43.443549Z",
     "iopub.status.busy": "2023-12-09T18:45:43.443339Z",
     "iopub.status.idle": "2023-12-09T18:45:43.815565Z",
     "shell.execute_reply": "2023-12-09T18:45:43.815097Z",
     "shell.execute_reply.started": "2023-12-09T18:45:43.443535Z"
    },
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "<matplotlib.legend.Legend at 0x7f4449c77a30>"
      ]
     },
     "execution_count": 12,
     "metadata": {},
     "output_type": "execute_result"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 640x480 with 1 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "bins  = np.linspace(0,100_000,25)\n",
    "for k in genesdf:\n",
    "    # if \"pita\" in k:\n",
    "    #     continue\n",
    "    # #\n",
    "    plt.hist(gupup[k][\"size\"],bins=bins,label=f\"{k}_up\",alpha=0.5)\n",
    "    plt.hist(gdowndown[k][\"size\"],bins=bins,label=f\"{k}_down\",alpha=0.5)\n",
    "\n",
    "ax = plt.gca()\n",
    "ax.set_xlabel(\"pre mRNA size (before splicing), bp\")\n",
    "ax.legend()"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 13,
   "id": "81684517-7bf6-428c-a699-ab92d43f022b",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:45:58.856199Z",
     "iopub.status.busy": "2023-12-09T18:45:58.856021Z",
     "iopub.status.idle": "2023-12-09T18:45:58.876660Z",
     "shell.execute_reply": "2023-12-09T18:45:58.876167Z",
     "shell.execute_reply.started": "2023-12-09T18:45:58.856184Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# get our coolers ...?\n",
    "clr_fnames = {\n",
    "    \"esc\": \"esc_microc.hg38.mapq_30.250.mcool\",\n",
    "    \"hff\": \"hff_microc.hg38.mapq_30.250.mcool\",\n",
    "}\n",
    "\n",
    "clrs = {}\n",
    "binsize = 500\n",
    "\n",
    "for k,f in clr_fnames.items():\n",
    "    clrs[k] = cooler.Cooler(f\"{f}::/resolutions/{binsize}\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 14,
   "id": "995d4e05-16c5-4626-91ea-80968468ee78",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:45:59.495653Z",
     "iopub.status.busy": "2023-12-09T18:45:59.495444Z",
     "iopub.status.idle": "2023-12-09T18:46:00.455789Z",
     "shell.execute_reply": "2023-12-09T18:46:00.455247Z",
     "shell.execute_reply.started": "2023-12-09T18:45:59.495640Z"
    },
    "tags": []
   },
   "outputs": [],
   "source": [
    "# Use bioframe to fetch the genomic features from the UCSC.\n",
    "hg38_chromsizes = bioframe.fetch_chromsizes('hg38')\n",
    "hg38_cens = bioframe.fetch_centromeres('hg38')\n",
    "# create a view with chromosome arms using chromosome sizes and definition of centromeres\n",
    "hg38_arms_full = bioframe.make_chromarms(hg38_chromsizes,  hg38_cens)\n",
    "# # remove \"bad\" chromosomes and near-empty arms ...\n",
    "# excluded_arms = [\"chr13_p\", \"chr14_p\", \"chr15_p\", \"chr21_p\", \"chr22_p\", \"chrM_p\", \"chrY_p\", \"chrY_q\", \"chrX_p\", \"chrX_q\"]\n",
    "# hg38_arms = hg38_arms_full[~hg38_arms_full[\"name\"].isin(excluded_arms)].reset_index(drop=True)\n",
    "\n",
    "# can do 1 chromosome (or arm) as well ..\n",
    "included_arms = hg38_arms_full[\"name\"].to_list()[:44] # all autosomal ones ...\n",
    "hg38_arms = hg38_arms_full[hg38_arms_full[\"name\"].isin(included_arms)].reset_index(drop=True)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 15,
   "id": "51ee71e8-fae9-47dd-b60c-e6bfb6ff9055",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:46:01.656120Z",
     "iopub.status.busy": "2023-12-09T18:46:01.655890Z",
     "iopub.status.idle": "2023-12-09T18:55:45.556737Z",
     "shell.execute_reply": "2023-12-09T18:55:45.556140Z",
     "shell.execute_reply.started": "2023-12-09T18:46:01.656106Z"
    }
   },
   "outputs": [],
   "source": [
    "exp_kwargs = dict(view_df=hg38_arms, nproc=6)\n",
    "fff = lambda xxx: cooltools.expected_cis( clrs[xxx], **exp_kwargs)\n",
    "\n",
    "with WorkerPool(\n",
    "        n_jobs = 2,\n",
    "        daemon = False,\n",
    "        # start_method = 'spawn',\n",
    "        start_method = 'fork',\n",
    "        use_dill = True,\n",
    "    ) as wpool:\n",
    "    #\n",
    "    results = wpool.map( fff, list(clrs) )\n",
    "\n",
    "# unpack results ...\n",
    "exps = { k:results[i] for i, k in enumerate(clrs) }"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "ee7b166c-ba74-43ee-86ea-7ee874f4ed95",
   "metadata": {},
   "source": [
    "### Try regular pileups ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 16,
   "id": "0a936d7e-9fa9-449f-9eaf-b683691a628d",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-09T18:55:45.557823Z",
     "iopub.status.busy": "2023-12-09T18:55:45.557667Z",
     "iopub.status.idle": "2023-12-09T18:55:45.579119Z",
     "shell.execute_reply": "2023-12-09T18:55:45.578300Z",
     "shell.execute_reply.started": "2023-12-09T18:55:45.557807Z"
    }
   },
   "outputs": [
    {
     "ename": "NameError",
     "evalue": "name 'gup' is not defined",
     "output_type": "error",
     "traceback": [
      "\u001b[0;31m---------------------------------------------------------------------------\u001b[0m",
      "\u001b[0;31mNameError\u001b[0m                                 Traceback (most recent call last)",
      "Cell \u001b[0;32mIn[16], line 3\u001b[0m\n\u001b[1;32m      1\u001b[0m \u001b[38;5;66;03m# stagger regions for pileups into a single giant bedframe to speed up the process ...\u001b[39;00m\n\u001b[1;32m      2\u001b[0m annotated_beddf \u001b[38;5;241m=\u001b[39m []\n\u001b[0;32m----> 3\u001b[0m \u001b[38;5;28;01mfor\u001b[39;00m _type, _ggg \u001b[38;5;129;01min\u001b[39;00m \u001b[38;5;28mzip\u001b[39m([\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mup\u001b[39m\u001b[38;5;124m\"\u001b[39m,\u001b[38;5;124m\"\u001b[39m\u001b[38;5;124mdown\u001b[39m\u001b[38;5;124m\"\u001b[39m], [\u001b[43mgup\u001b[49m, gdown]):\n\u001b[1;32m      4\u001b[0m     \u001b[38;5;28;01mfor\u001b[39;00m sname, _sites \u001b[38;5;129;01min\u001b[39;00m _ggg\u001b[38;5;241m.\u001b[39mitems():\n\u001b[1;32m      5\u001b[0m         __sites \u001b[38;5;241m=\u001b[39m _sites\u001b[38;5;241m.\u001b[39mcopy()\n",
      "\u001b[0;31mNameError\u001b[0m: name 'gup' is not defined"
     ]
    }
   ],
   "source": [
    "# stagger regions for pileups into a single giant bedframe to speed up the process ...\n",
    "annotated_beddf = []\n",
    "for _type, _ggg in zip([\"up\",\"down\"], [gup, gdown]):\n",
    "    for sname, _sites in _ggg.items():\n",
    "        __sites = _sites.copy()\n",
    "        __sites[\"sname\"] = f\"{_type}_{sname}\"\n",
    "        for _coord in [\"start\", \"end\"]:\n",
    "            ___sites = __sites.copy()\n",
    "            ___sites[\"coord\"] = _coord\n",
    "            ___sites = ___sites.eval(f\"\"\"\n",
    "                start = {_coord}\n",
    "                end = {_coord}\n",
    "            \"\"\")\n",
    "            annotated_beddf.append(___sites)\n",
    "\n",
    "# pd.concat(annotated_beddf, ignore_index=True)\n",
    "_annot_bed = pd.concat(annotated_beddf, ignore_index=True)"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "366cede9-fa02-4a43-811f-04f081c3a29e",
   "metadata": {},
   "source": [
    "## Skip regular pileups ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 17,
   "id": "5c0b3f06-38ed-4365-a302-649e80e3651f",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-10T13:47:18.078570Z",
     "iopub.status.busy": "2023-12-10T13:47:18.078356Z",
     "iopub.status.idle": "2023-12-10T13:47:18.081385Z",
     "shell.execute_reply": "2023-12-10T13:47:18.081010Z",
     "shell.execute_reply.started": "2023-12-10T13:47:18.078556Z"
    }
   },
   "outputs": [],
   "source": [
    "# _flank = 100*binsize\n",
    "# _nproc = 8\n",
    "\n",
    "# # define job per cooler in this context ...\n",
    "# ################################################\n",
    "# def pupjob(dataset_bed, k):\n",
    "#     \"\"\" given k - cooler id, run pileups ... \"\"\"\n",
    "#     clr = clrs[k]\n",
    "#     exp = exps[k]\n",
    "#     return (k, cooltools.pileup(\n",
    "#         clr,\n",
    "#         dataset_bed,\n",
    "#         view_df=hg38_arms,\n",
    "#         expected_df=exp,\n",
    "#         flank=_flank,\n",
    "#         nproc=_nproc,\n",
    "#     ))\n",
    "\n",
    "# ################################################\n",
    "# with WorkerPool(\n",
    "#         n_jobs = 2,\n",
    "#         daemon = False,\n",
    "#         shared_objects=_annot_bed,\n",
    "#         start_method = 'fork',\n",
    "#         use_dill = True,\n",
    "#     ) as wpool:\n",
    "#     #\n",
    "#     results = wpool.map( pupjob, list(clrs), progress_bar=True)\n",
    "\n",
    "# # unpack results by cooler ...\n",
    "# stacks = {k:stack for k,stack in results}\n",
    "\n",
    "# # groups by for unstacking the stacks ...\n",
    "# ggg = _annot_bed.groupby(by = [\"sname\",\"coord\",\"strand\"])\n",
    "# # stacks = {}\n",
    "# # # results per cooler ...\n",
    "# # for i,k in enumerate(clrs):\n",
    "# #     stacks[k] = results[i]"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 18,
   "id": "63894581-a8b9-43c1-8991-ceeb9ee9b171",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-10T13:47:18.590345Z",
     "iopub.status.busy": "2023-12-10T13:47:18.590138Z",
     "iopub.status.idle": "2023-12-10T13:47:18.592999Z",
     "shell.execute_reply": "2023-12-10T13:47:18.592633Z",
     "shell.execute_reply.started": "2023-12-10T13:47:18.590331Z"
    }
   },
   "outputs": [],
   "source": [
    "# # check out individual snippet ...\n",
    "# plt.imshow(stacks[\"esc\"][:,:,504],norm=Normalize(vmin=1/2,vmax=1+1/2),interpolation=\"none\",cmap=\"coolwarm\")"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 19,
   "id": "0b07221d-6cff-4961-8f01-6617397abf66",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-10T13:47:19.119932Z",
     "iopub.status.busy": "2023-12-10T13:47:19.119725Z",
     "iopub.status.idle": "2023-12-10T13:47:19.123401Z",
     "shell.execute_reply": "2023-12-10T13:47:19.123043Z",
     "shell.execute_reply.started": "2023-12-10T13:47:19.119918Z"
    }
   },
   "outputs": [],
   "source": [
    "# imshow_kwargs = dict(\n",
    "#     # cmap='RdBu_r',\n",
    "#     cmap='coolwarm',\n",
    "#     # norm=LogNorm(vmin=1/1.75,vmax=1.75),\n",
    "#     norm=Normalize(vmin=1-0.5,vmax=1+0.5),\n",
    "#     interpolation=\"none\",\n",
    "# )\n",
    "\n",
    "\n",
    "# # cell line\n",
    "# for cell in [\"esc\",\"hff\"]:\n",
    "#     # cell = \"esc\"\n",
    "    \n",
    "#     # sss = ['ctrl_esc', 'pita_esc', 'ctrl_hff', 'pita_hff']\n",
    "#     # clr_names = [\"esc\",\"hff\"]\n",
    "#     nrows, ncols = 2, 4\n",
    "#     fig, axs = plt.subplots(\n",
    "#         nrows=nrows,\n",
    "#         ncols=ncols,\n",
    "#         sharex=False,\n",
    "#         sharey=True,\n",
    "#         figsize=(3.5*ncols,1.5*nrows)\n",
    "#         # figsize=(2.5*ncols,2.5*nrows)\n",
    "#     )\n",
    "    \n",
    "    \n",
    "#     for i, cond in enumerate([\"ctrl\", \"pita\"]):\n",
    "#         for j, _type in enumerate([\"up\", \"down\"]):\n",
    "#             # now let's try some filtering\n",
    "#             #######################################\n",
    "#             # TSS - aka start\n",
    "#             #######################################\n",
    "#             ax = axs[j, 2*i]\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'start', '+'))\n",
    "#             _idx_plus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'end', '-'))\n",
    "#             _idx_minus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             # stack 2 strands correctly :\n",
    "#             _stt = np.concatenate([\n",
    "#                 stacks[cell][:,:,_idx_plus],\n",
    "#                 stacks[cell][::-1,::-1,_idx_minus]\n",
    "#             ], axis=2)\n",
    "#             _mmm = np.nanmean( _stt, axis=2 )\n",
    "#             _mmm45 = plot_cpup(_mmm, flip45=True )\n",
    "#             _ccc = ax.imshow( _mmm45, **imshow_kwargs )\n",
    "#             ticks_pixels = np.linspace(0, _mmm45.shape[1], 3)\n",
    "#             # _ccc = ax.imshow( _mmm, **imshow_kwargs )\n",
    "#             # ticks_pixels = np.linspace(0, _mmm.shape[1], 3)\n",
    "#             ax.set_xticks(ticks_pixels)\n",
    "#             ax.set_xticklabels([\"\",\"TSS\",\"\"])\n",
    "\n",
    "#             if i == 0:\n",
    "#                 ax.set_ylabel(f\"{_type}: {cell}\")\n",
    "#             if j == 0:\n",
    "#                 ax.set_xticklabels([\"\",\"\",\"\"])\n",
    "#                 ax.set_title(f\"{cond}, +:{len(_idx_plus)}, -:{len(_idx_minus)}\")\n",
    "#             #######################################\n",
    "#             # TES - aka end\n",
    "#             #######################################\n",
    "#             ax = axs[j, 2*i+1]       \n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'end', '+'))\n",
    "#             _idx_plus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'start', '-'))\n",
    "#             _idx_minus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             # stack 2 strands correctly :\n",
    "#             _stt = np.concatenate([\n",
    "#                 stacks[cell][:,:,_idx_plus],\n",
    "#                 stacks[cell][::-1,::-1,_idx_minus]\n",
    "#             ], axis=2)\n",
    "#             _mmm = np.nanmean( _stt, axis=2 )\n",
    "#             _mmm45 = plot_cpup(_mmm, flip45=True )\n",
    "#             _ccc = ax.imshow( _mmm45, **imshow_kwargs )\n",
    "#             ticks_pixels = np.linspace(0, _mmm45.shape[1], 3)\n",
    "#             # _ccc = ax.imshow( _mmm, **imshow_kwargs )\n",
    "#             # ticks_pixels = np.linspace(0, _mmm.shape[1], 3)\n",
    "#             ax.set_xticks(ticks_pixels)\n",
    "#             ax.set_xticklabels([\"\",\"TES\",\"\"])\n",
    "\n",
    "#             if j == 0:\n",
    "#                 ax.set_title(f\"{cond}, +:{len(_idx_plus)}, -:{len(_idx_minus)}\")\n",
    "#                 ax.set_xticklabels([\"\",\"\",\"\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "103acd07-64ca-4d76-90e4-559408300ea2",
   "metadata": {},
   "source": [
    "## different ordering of the same panels ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 20,
   "id": "66e9627f-c1ea-494a-bd43-2beee2f530f9",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-12-10T13:47:22.582917Z",
     "iopub.status.busy": "2023-12-10T13:47:22.582709Z",
     "iopub.status.idle": "2023-12-10T13:47:22.586722Z",
     "shell.execute_reply": "2023-12-10T13:47:22.586338Z",
     "shell.execute_reply.started": "2023-12-10T13:47:22.582903Z"
    }
   },
   "outputs": [],
   "source": [
    "# imshow_kwargs = dict(\n",
    "#     # cmap='RdBu_r',\n",
    "#     cmap='coolwarm',\n",
    "#     # norm=LogNorm(vmin=1/1.75,vmax=1.75),\n",
    "#     norm=Normalize(vmin=1-0.5,vmax=1+0.5),\n",
    "#     interpolation=\"none\",\n",
    "# )\n",
    "\n",
    "\n",
    "# # cell line\n",
    "# for cell in [\"esc\",\"hff\"]:\n",
    "#     # cell = \"esc\"\n",
    "    \n",
    "#     # sss = ['ctrl_esc', 'pita_esc', 'ctrl_hff', 'pita_hff']\n",
    "#     # clr_names = [\"esc\",\"hff\"]\n",
    "#     nrows, ncols = 2, 4\n",
    "#     fig, axs = plt.subplots(\n",
    "#         nrows=nrows,\n",
    "#         ncols=ncols,\n",
    "#         sharex=False,\n",
    "#         sharey=True,\n",
    "#         figsize=(3.5*ncols,1.5*nrows)\n",
    "#         # figsize=(2.5*ncols,2.5*nrows)\n",
    "#     )\n",
    "    \n",
    "    \n",
    "#     for i, cond in enumerate([\"ctrl\", \"pita\"]):\n",
    "#         for j, _type in enumerate([\"up\", \"down\"]):\n",
    "#             # now let's try some filtering\n",
    "#             #######################################\n",
    "#             # TSS - aka start\n",
    "#             #######################################\n",
    "#             ax = axs[i, 2*j]\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'start', '+'))\n",
    "#             _idx_plus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'end', '-'))\n",
    "#             _idx_minus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             # stack 2 strands correctly :\n",
    "#             _stt = np.concatenate([\n",
    "#                 stacks[cell][:,:,_idx_plus],\n",
    "#                 stacks[cell][::-1,::-1,_idx_minus]\n",
    "#             ], axis=2)\n",
    "#             _mmm = np.nanmean( _stt, axis=2 )\n",
    "#             _mmm45 = plot_cpup(_mmm, flip45=True )\n",
    "#             _ccc = ax.imshow( _mmm45, **imshow_kwargs )\n",
    "#             ticks_pixels = np.linspace(0, _mmm45.shape[1], 3)\n",
    "#             # _ccc = ax.imshow( _mmm, **imshow_kwargs )\n",
    "#             # ticks_pixels = np.linspace(0, _mmm.shape[1], 3)\n",
    "#             ax.set_xticks(ticks_pixels)\n",
    "#             ax.set_xticklabels([\"\",\"TSS\",\"\"])\n",
    "#             # saving matrices for Ezequiel ...\n",
    "#             np.savetxt(f\"./output/{cell}_{cond}_{_type}_TSS_rotate45.tsv\", _mmm45, fmt='%.18e', delimiter='\\t')\n",
    "#             np.savetxt(f\"./output/{cell}_{cond}_{_type}_TSS_full.tsv\", _mmm, fmt='%.18e', delimiter='\\t')\n",
    "\n",
    "#             if j == 0:\n",
    "#                 # ax.set_ylabel(f\"{cond}, +:{len(_idx_plus)}, -:{len(_idx_minus)}\")\n",
    "#                 ax.set_ylabel(f\"{cell}: {cond}\")\n",
    "#                 ax.set_yticklabels([])\n",
    "#                 # ax.set_ylabel(f\"{_type}: {cell}\")\n",
    "#             if i == 0:\n",
    "#                 ax.set_xticklabels([\"\",\"\",\"\"])\n",
    "#                 ax.set_title(f\"{_type}\")\n",
    "#                 # ax.set_title(f\"{cond}, +:{len(_idx_plus)}, -:{len(_idx_minus)}\")\n",
    "#             #######################################\n",
    "#             # TES - aka end\n",
    "#             #######################################\n",
    "#             ax = axs[i, 2*j+1]       \n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'end', '+'))\n",
    "#             _idx_plus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             _dd = ggg.get_group((f'{_type}_{cond}_{cell}', 'start', '-'))\n",
    "#             _idx_minus = _dd[_dd[\"exonStarts\"].str.split(\",\").apply(check_spacedout) > 2_000].index\n",
    "#             # stack 2 strands correctly :\n",
    "#             _stt = np.concatenate([\n",
    "#                 stacks[cell][:,:,_idx_plus],\n",
    "#                 stacks[cell][::-1,::-1,_idx_minus]\n",
    "#             ], axis=2)\n",
    "#             _mmm = np.nanmean( _stt, axis=2 )\n",
    "#             _mmm45 = plot_cpup(_mmm, flip45=True )\n",
    "#             _ccc = ax.imshow( _mmm45, **imshow_kwargs )\n",
    "#             ticks_pixels = np.linspace(0, _mmm45.shape[1], 3)\n",
    "#             # _ccc = ax.imshow( _mmm, **imshow_kwargs )\n",
    "#             # ticks_pixels = np.linspace(0, _mmm.shape[1], 3)\n",
    "#             ax.set_xticks(ticks_pixels)\n",
    "#             ax.set_xticklabels([\"\",\"TES\",\"\"])\n",
    "#             # saving matrices for Ezequiel ...\n",
    "#             np.savetxt(f\"./output/{cell}_{cond}_{_type}_TES_rotate45.tsv\", _mmm45, fmt='%.18e', delimiter='\\t')\n",
    "#             np.savetxt(f\"./output/{cell}_{cond}_{_type}_TES_full.tsv\", _mmm, fmt='%.18e', delimiter='\\t')\n",
    "\n",
    "#             if i == 0:\n",
    "#                 # ax.set_title(f\"{cond}, +:{len(_idx_plus)}, -:{len(_idx_minus)}\")\n",
    "#                 ax.set_xticklabels([\"\",\"\",\"\"])\n",
    "#                 ax.set_title(f\"{_type}\")"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "1506e622-2c28-4ce8-b208-974733cda116",
   "metadata": {},
   "source": [
    "# Rescaled pileup time\n",
    " - no expected needed - use the shifty-one instead ..."
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "a149b963-2c3a-4679-8d41-96339fad01a2",
   "metadata": {
    "execution": {
     "iopub.status.busy": "2023-12-09T18:55:45.583037Z",
     "iopub.status.idle": "2023-12-09T18:55:45.583211Z",
     "shell.execute_reply": "2023-12-09T18:55:45.583129Z",
     "shell.execute_reply.started": "2023-12-09T18:55:45.583120Z"
    }
   },
   "outputs": [],
   "source": [
    "# stagger regions for pileups into a single giant bedframe to speed up the process ...\n",
    "annotated_genedf = []\n",
    "for _type, _ggg in zip([\"up\",\"down\",\"full\"], [gupup, gdowndown, gupdown]):\n",
    "    for sname, _sites in _ggg.items():\n",
    "        __sites = _sites.copy()\n",
    "        __sites[\"sname\"] = f\"{_type}_{sname}\"\n",
    "        annotated_genedf.append(__sites)\n",
    "\n",
    "# pd.concat(annotated_beddf, ignore_index=True)\n",
    "_annot_genes = pd.concat(annotated_genedf, ignore_index=True)\n",
    "_annot_genes[\"min_space\"] = _annot_genes[\"exonStarts\"].str.split(\",\").apply(check_spacedout)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "fc77eaca-1cb0-4ea7-9a16-32472d6b1ddb",
   "metadata": {
    "execution": {
     "iopub.status.busy": "2023-12-09T18:55:45.583756Z",
     "iopub.status.idle": "2023-12-09T18:55:45.583931Z",
     "shell.execute_reply": "2023-12-09T18:55:45.583850Z",
     "shell.execute_reply.started": "2023-12-09T18:55:45.583840Z"
    }
   },
   "outputs": [],
   "source": [
    "# # stagger regions for pileups into a single giant bedframe to speed up the process ...\n",
    "# annotated_genedf = []\n",
    "# for _type, _ggg in zip([\"up\",\"down\"], [gup, gdown]):\n",
    "#     for sname, _sites in _ggg.items():\n",
    "#         __sites = _sites.copy()\n",
    "#         __sites[\"sname\"] = f\"{_type}_{sname}\"\n",
    "#         annotated_genedf.append(__sites)\n",
    "\n",
    "# # pd.concat(annotated_beddf, ignore_index=True)\n",
    "# _annot_genes = pd.concat(annotated_genedf, ignore_index=True)\n",
    "# _annot_genes[\"min_space\"] = _annot_genes[\"exonStarts\"].str.split(\",\").apply(check_spacedout)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "f6b98cc6-d5d7-4b92-93cd-93c4482930f3",
   "metadata": {
    "execution": {
     "iopub.status.busy": "2023-12-09T18:55:45.584314Z",
     "iopub.status.idle": "2023-12-09T18:55:45.584487Z",
     "shell.execute_reply": "2023-12-09T18:55:45.584407Z",
     "shell.execute_reply.started": "2023-12-09T18:55:45.584397Z"
    }
   },
   "outputs": [],
   "source": [
    "_annot_genes.query(\"min_space>size\").drop(columns=[\"geneName\",\"refseqId\",\"geneId\",\"geneType\",\"geneDesc\",\"citationCount\"])\n",
    "_annot_genes.query(\"min_space>1500\").plot(x=\"size\",y=\"min_space\",kind=\"scatter\",alpha=0.5)\n",
    "plt.gca().set_xlim(-100,5000)\n",
    "plt.gca().set_ylim(-100,5000)\n",
    "plt.gca().plot([0,5000],[0,5000], )\n"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "3a38de93-3e66-4dd8-b4c9-c3b34ea25172",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-10-25T22:46:41.082318Z",
     "iopub.status.busy": "2023-10-25T22:46:41.081914Z",
     "iopub.status.idle": "2023-10-25T22:46:41.092414Z",
     "shell.execute_reply": "2023-10-25T22:46:41.091878Z",
     "shell.execute_reply.started": "2023-10-25T22:46:41.082295Z"
    }
   },
   "source": [
    "`get_gene_pup` function listing here ...\n",
    "\n",
    "```python\n",
    "    def get_gene_pup(\n",
    "        sites,\n",
    "        clr,\n",
    "        resolution,\n",
    "        _cols=[\"chrom\",\"start\",\"end\", \"strand\"],\n",
    "        _flip_strand=True,\n",
    "        _nproc=16\n",
    "    ):\n",
    "        \"\"\"\n",
    "        generate scaled local pile-up for a collection of sites for a given\n",
    "        cooler (clr) at a given resolution - keeping the padding size equal\n",
    "        to the interval itself.\n",
    "        \"\"\"\n",
    "        _sites = sites[_cols] \\\n",
    "            .reset_index(drop=True) \\\n",
    "            .rename( dict(zip(_cols,[\"chrom\",\"start\",\"end\",\"strand\"])), axis=1 )\n",
    "        # create coords - for rescaled genes ...\n",
    "        cc = cp.CoordCreator(\n",
    "            _sites,\n",
    "            resolution=resolution,\n",
    "            features_format='bed',\n",
    "            local=True,\n",
    "            rescale_flank=1.\n",
    "        )\n",
    "        # create pileupper object ...\n",
    "        pu = cp.PileUpper(\n",
    "            clr,\n",
    "            cc,\n",
    "            control = True,\n",
    "            rescale = True,\n",
    "            rescale_size = 199,\n",
    "            flip_negative_strand=_flip_strand,\n",
    "        )\n",
    "        print(f\"working on a group of {len(_sites)} size ...\")\n",
    "        # pileupsWithControl\n",
    "        # pileupsByStrandWithControl\n",
    "        pup = pu.pileupsWithControl(nproc=_nproc)\n",
    "        # return pup.loc[0,\"data\"]\n",
    "        return pup.set_index(\"group\").loc[\"all\",\"data\"]\n",
    "```"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 86,
   "id": "f9b2c00f-ca88-417c-b156-041eedd76210",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-14T19:15:11.485069Z",
     "iopub.status.busy": "2023-11-14T19:15:11.484797Z",
     "iopub.status.idle": "2023-11-14T19:18:27.186770Z",
     "shell.execute_reply": "2023-11-14T19:18:27.186214Z",
     "shell.execute_reply.started": "2023-11-14T19:15:11.485050Z"
    }
   },
   "outputs": [
    {
     "name": "stdout",
     "output_type": "stream",
     "text": [
      "doing rescaled gene pileup for filtered 1602 genes ...\n"
     ]
    },
    {
     "name": "stderr",
     "output_type": "stream",
     "text": [
      "INFO:coolpuppy:Rescaling with rescale_flank = 1.0 to 199x199 pixels\n",
      "INFO:coolpuppy:('chr1_q', 'chr1_q'): 53\n",
      "INFO:coolpuppy:('chr4_p', 'chr4_p'): 28\n",
      "INFO:coolpuppy:('chr2_p', 'chr2_p'): 47\n",
      "INFO:coolpuppy:('chr1_p', 'chr1_p'): 91\n",
      "INFO:coolpuppy:('chr3_q', 'chr3_q'): 67\n",
      "INFO:coolpuppy:('chr3_p', 'chr3_p'): 47\n",
      "INFO:coolpuppy:('chr5_p', 'chr5_p'): 22\n",
      "INFO:coolpuppy:('chr2_q', 'chr2_q'): 107\n",
      "INFO:coolpuppy:('chr6_p', 'chr6_p'): 26\n",
      "INFO:coolpuppy:('chr7_p', 'chr7_p'): 48\n",
      "INFO:coolpuppy:('chr4_q', 'chr4_q'): 53\n",
      "INFO:coolpuppy:('chr8_p', 'chr8_p'): 23\n",
      "INFO:coolpuppy:('chr6_q', 'chr6_q'): 36\n",
      "INFO:coolpuppy:('chr9_p', 'chr9_p'): 8\n",
      "INFO:coolpuppy:('chr5_q', 'chr5_q'): 85\n",
      "INFO:coolpuppy:('chr7_q', 'chr7_q'): 49\n",
      "INFO:coolpuppy:('chr10_p', 'chr10_p'): 27\n",
      "INFO:coolpuppy:('chr8_q', 'chr8_q'): 27\n",
      "INFO:coolpuppy:('chr9_q', 'chr9_q'): 33\n",
      "INFO:coolpuppy:('chr11_p', 'chr11_p'): 24\n",
      "INFO:coolpuppy:('chr12_p', 'chr12_p'): 8\n",
      "INFO:coolpuppy:('chr10_q', 'chr10_q'): 32\n",
      "INFO:coolpuppy:('chr11_q', 'chr11_q'): 37\n",
      "INFO:coolpuppy:('chr12_q', 'chr12_q'): 82\n",
      "INFO:coolpuppy:('chr13_q', 'chr13_q'): 51\n",
      "INFO:coolpuppy:('chr16_p', 'chr16_p'): 30\n",
      "INFO:coolpuppy:('chr17_p', 'chr17_p'): 14\n",
      "INFO:coolpuppy:('chr14_q', 'chr14_q'): 62\n",
      "INFO:coolpuppy:('chr18_p', 'chr18_p'): 6\n",
      "INFO:coolpuppy:('chr15_q', 'chr15_q'): 46\n",
      "INFO:coolpuppy:('chr16_q', 'chr16_q'): 51\n",
      "INFO:coolpuppy:('chr17_q', 'chr17_q'): 31\n",
      "INFO:coolpuppy:('chr19_p', 'chr19_p'): 34\n",
      "INFO:coolpuppy:('chr18_q', 'chr18_q'): 23\n",
      "INFO:coolpuppy:('chr19_q', 'chr19_q'): 44\n",
      "INFO:coolpuppy:('chr20_p', 'chr20_p'): 12\n",
      "INFO:coolpuppy:('chr20_q', 'chr20_q'): 45\n",
      "INFO:coolpuppy:('chr21_q', 'chr21_q'): 27\n",
      "INFO:coolpuppy:('chr22_q', 'chr22_q'): 40\n",
      "INFO:coolpuppy:Total number of piled up windows: 1576\n",
      "INFO:coolpuppy:Rescaling with rescale_flank = 1.0 to 199x199 pixels\n",
      "INFO:coolpuppy:('chr1_q', 'chr1_q'): 53\n",
      "INFO:coolpuppy:('chr4_p', 'chr4_p'): 28\n",
      "INFO:coolpuppy:('chr2_p', 'chr2_p'): 47\n",
      "INFO:coolpuppy:('chr1_p', 'chr1_p'): 91\n",
      "INFO:coolpuppy:('chr3_q', 'chr3_q'): 67\n",
      "INFO:coolpuppy:('chr3_p', 'chr3_p'): 47\n",
      "INFO:coolpuppy:('chr5_p', 'chr5_p'): 22\n",
      "INFO:coolpuppy:('chr2_q', 'chr2_q'): 107\n",
      "INFO:coolpuppy:('chr6_p', 'chr6_p'): 26\n",
      "INFO:coolpuppy:('chr7_p', 'chr7_p'): 48\n",
      "INFO:coolpuppy:('chr8_p', 'chr8_p'): 23\n",
      "INFO:coolpuppy:('chr4_q', 'chr4_q'): 53\n",
      "INFO:coolpuppy:('chr5_q', 'chr5_q'): 85\n",
      "INFO:coolpuppy:('chr6_q', 'chr6_q'): 36\n",
      "INFO:coolpuppy:('chr9_p', 'chr9_p'): 8\n",
      "INFO:coolpuppy:('chr7_q', 'chr7_q'): 49\n",
      "INFO:coolpuppy:('chr10_p', 'chr10_p'): 27\n",
      "INFO:coolpuppy:('chr8_q', 'chr8_q'): 27\n",
      "INFO:coolpuppy:('chr9_q', 'chr9_q'): 33\n",
      "INFO:coolpuppy:('chr11_p', 'chr11_p'): 24\n",
      "INFO:coolpuppy:('chr12_p', 'chr12_p'): 8\n",
      "INFO:coolpuppy:('chr10_q', 'chr10_q'): 32\n",
      "INFO:coolpuppy:('chr11_q', 'chr11_q'): 37\n",
      "INFO:coolpuppy:('chr12_q', 'chr12_q'): 82\n",
      "INFO:coolpuppy:('chr13_q', 'chr13_q'): 51\n",
      "INFO:coolpuppy:('chr16_p', 'chr16_p'): 30\n",
      "INFO:coolpuppy:('chr17_p', 'chr17_p'): 14\n",
      "INFO:coolpuppy:('chr14_q', 'chr14_q'): 62\n",
      "INFO:coolpuppy:('chr18_p', 'chr18_p'): 6\n",
      "INFO:coolpuppy:('chr15_q', 'chr15_q'): 46\n",
      "INFO:coolpuppy:('chr16_q', 'chr16_q'): 51\n",
      "INFO:coolpuppy:('chr17_q', 'chr17_q'): 31\n",
      "INFO:coolpuppy:('chr19_p', 'chr19_p'): 34\n",
      "INFO:coolpuppy:('chr18_q', 'chr18_q'): 23\n",
      "INFO:coolpuppy:('chr19_q', 'chr19_q'): 44\n",
      "INFO:coolpuppy:('chr20_p', 'chr20_p'): 12\n",
      "INFO:coolpuppy:('chr20_q', 'chr20_q'): 45\n",
      "INFO:coolpuppy:('chr21_q', 'chr21_q'): 27\n",
      "INFO:coolpuppy:('chr22_q', 'chr22_q'): 40\n",
      "INFO:coolpuppy:Total number of piled up windows: 1576\n"
     ]
    }
   ],
   "source": [
    "_sites = _annot_genes.query(\"(min_space>2_500)&(size>8_000)&(size<300_000)\").reset_index(drop=True)\n",
    "print(f\"doing rescaled gene pileup for filtered {len(_sites)} genes ...\")\n",
    "\n",
    "# # Using normalization to this local shifty-expected ...\n",
    "# reslr_shift = {}\n",
    "# for k, clr in clrs.items():\n",
    "#     exp = exps[k]\n",
    "#     reslr_shift[k] = cp.pileup(\n",
    "#         clr,\n",
    "#         _sites,\n",
    "#         features_format='bed',\n",
    "#         # view_df=hg38_arms,\n",
    "#         # expected_df=exp,\n",
    "#         groupby=[\"sname1\", \"sname2\"],\n",
    "#         nshifts=10,\n",
    "#         local=True,  # on-diagonal pileup ...\n",
    "#         flip_negative_strand=True,\n",
    "#         rescale=True,\n",
    "#         rescale_flank=1.0,\n",
    "#         rescale_size=199,\n",
    "#         nproc=16,\n",
    "#     )\n",
    "\n",
    "# Using normalization to the regulat cis-expected by arm ...\n",
    "reslr = {}\n",
    "for k, clr in clrs.items():\n",
    "    exp = exps[k]\n",
    "    reslr[k] = cp.pileup(\n",
    "        clr,\n",
    "        _sites,\n",
    "        features_format='bed',\n",
    "        view_df=hg38_arms,\n",
    "        expected_df=exp,\n",
    "        groupby=[\"sname1\", \"sname2\"],\n",
    "        local=True,  # on-diagonal pileup ...\n",
    "        flip_negative_strand=True,\n",
    "        rescale=True,\n",
    "        rescale_flank=1.0,\n",
    "        rescale_size=199,\n",
    "        nproc=16,\n",
    "    )"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "5e183515-486c-4697-a8eb-de94a5d374df",
   "metadata": {},
   "source": [
    "### A way of plotting PileUps"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 101,
   "id": "81ab754d-6cb5-49fc-86e7-0e27d8035db5",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-16T18:41:06.869368Z",
     "iopub.status.busy": "2023-11-16T18:41:06.868706Z",
     "iopub.status.idle": "2023-11-16T18:41:06.872492Z",
     "shell.execute_reply": "2023-11-16T18:41:06.872131Z",
     "shell.execute_reply.started": "2023-11-16T18:41:06.869345Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "0.33451957295373663"
      ]
     },
     "execution_count": 101,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "94/281"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 100,
   "id": "2cdad9ae-1d51-41af-8fa3-64f2eda06775",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-16T18:40:55.846362Z",
     "iopub.status.busy": "2023-11-16T18:40:55.846106Z",
     "iopub.status.idle": "2023-11-16T18:40:55.849448Z",
     "shell.execute_reply": "2023-11-16T18:40:55.849044Z",
     "shell.execute_reply.started": "2023-11-16T18:40:55.846348Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "(94, 281)"
      ]
     },
     "execution_count": 100,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "_mmm45.shape"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 91,
   "id": "b5f08ef2-8965-4b77-9728-cefddefb5c82",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-14T19:52:56.805388Z",
     "iopub.status.busy": "2023-11-14T19:52:56.805165Z",
     "iopub.status.idle": "2023-11-14T19:52:57.959534Z",
     "shell.execute_reply": "2023-11-14T19:52:57.959053Z",
     "shell.execute_reply.started": "2023-11-14T19:52:56.805373Z"
    }
   },
   "outputs": [
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x450 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    },
    {
     "data": {
      "image/png": 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",
      "text/plain": [
       "<Figure size 700x450 with 6 Axes>"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "imshow_kwargs = dict(\n",
    "    # cmap='RdBu_r',\n",
    "    cmap='coolwarm',\n",
    "    norm=LogNorm(vmin=1/1.75,vmax=1.75),\n",
    "    # norm=Normalize(vmin=1-0.5,vmax=1+0.5),\n",
    "    interpolation=\"none\",\n",
    ")\n",
    "\n",
    "nrows, ncols = 3, 2\n",
    "# cell line\n",
    "for cell in [\"esc\",\"hff\"]:\n",
    "    # cell = \"esc\"\n",
    "    fig, axs = plt.subplots(\n",
    "        nrows=nrows,\n",
    "        ncols=ncols,\n",
    "        sharex=True,\n",
    "        sharey=True,\n",
    "        figsize=(3.5*ncols,1.5*nrows),\n",
    "    )\n",
    "    for i, _type in enumerate([\"full\", \"up\", \"down\"]):\n",
    "        for j, cond in enumerate([\"ctrl\", \"pita\"]):\n",
    "            ax = axs[i, j]\n",
    "            #\n",
    "            # deal with matrices ...\n",
    "            # _mmm = reslr_shift[f\"{_type}_{cond}_{cell}\"]\n",
    "            # _mmm = reslr_shift[cell].set_index([\"sname1\"]).loc[f\"{_type}_{cond}_{cell}\",\"data\"]\n",
    "            _mmm = reslr[cell].set_index([\"sname1\"]).loc[f\"{_type}_{cond}_{cell}\",\"data\"]\n",
    "            _mmm45 = plot_cpup(_mmm)\n",
    "            ax.imshow( _mmm45, **imshow_kwargs )\n",
    "            # ticks\n",
    "            ticks_pixels = np.linspace(0, _mmm45.shape[1], 4)\n",
    "            ax.set_xticks(ticks_pixels)\n",
    "            ax.set_xticklabels([\"\",\"TSS\",\"TES\",\"\"])\n",
    "            \n",
    "            if j == 0:\n",
    "                ax.set_ylabel(f\"{_type}: {cell}\")\n",
    "\n",
    "            # count + - sites:\n",
    "            _s = _annot_genes \\\n",
    "                .groupby(by = \"sname\") \\\n",
    "                .get_group(f\"{_type}_{cond}_{cell}\") \\\n",
    "                .query(\"(min_space>2_500)&(size>8_000)&(size<100_000)\")\n",
    "\n",
    "            _pp = len(_s.query(\"strand=='+'\"))\n",
    "            _mm = len(_s.query(\"strand=='-'\"))\n",
    "\n",
    "            if i == 0:\n",
    "                ax.set_title(f\"{cond}, +:{_pp}, -:{_mm}\")\n",
    "                # ax.set_xticklabels([\"\",\"\",\"\"])\n",
    "            #\n",
    "            # for ggplotting by Ezequiel\n",
    "            np.savetxt(f\"./output_scaled/{cell}_{cond}_{_type}_mat45.tsv\", _mmm45, delimiter='\\t')"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 98,
   "id": "5773afbb-1c2f-44ed-baba-d1b20b8198d7",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-15T21:35:56.774990Z",
     "iopub.status.busy": "2023-11-15T21:35:56.774762Z",
     "iopub.status.idle": "2023-11-15T21:35:56.778393Z",
     "shell.execute_reply": "2023-11-15T21:35:56.778021Z",
     "shell.execute_reply.started": "2023-11-15T21:35:56.774974Z"
    }
   },
   "outputs": [
    {
     "data": {
      "text/plain": [
       "array([0., 1., 2., 3.])"
      ]
     },
     "execution_count": 98,
     "metadata": {},
     "output_type": "execute_result"
    }
   ],
   "source": [
    "np.linspace(0,3,4)"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 92,
   "id": "6aae5a08-82f8-4219-8bfe-64f7883bb8ec",
   "metadata": {
    "execution": {
     "iopub.execute_input": "2023-11-14T20:04:52.974913Z",
     "iopub.status.busy": "2023-11-14T20:04:52.974611Z",
     "iopub.status.idle": "2023-11-14T20:04:52.978195Z",
     "shell.execute_reply": "2023-11-14T20:04:52.977816Z",
     "shell.execute_reply.started": "2023-11-14T20:04:52.974897Z"
    }
   },
   "outputs": [],
   "source": [
    "# imshow_kwargs = dict(\n",
    "#     # cmap='RdBu_r',\n",
    "#     cmap='coolwarm',\n",
    "#     norm=LogNorm(vmin=1/1.75,vmax=1.75),\n",
    "#     # norm=Normalize(vmin=1-0.5,vmax=1+0.5),\n",
    "#     interpolation=\"none\",\n",
    "# )\n",
    "\n",
    "# nrows, ncols = 2, 2\n",
    "# # cell line\n",
    "# for cell in [\"esc\",\"hff\"]:\n",
    "#     # cell = \"esc\"\n",
    "#     fig, axs = plt.subplots(\n",
    "#         nrows=nrows,\n",
    "#         ncols=ncols,\n",
    "#         sharex=True,\n",
    "#         sharey=True,\n",
    "#         figsize=(3.5*ncols,1.5*nrows),\n",
    "#     )\n",
    "#     for i, _type in enumerate([\"up\", \"down\"]):\n",
    "#         for j, cond in enumerate([\"ctrl\", \"pita\"]):\n",
    "#             ax = axs[i, j]\n",
    "#             #\n",
    "#             # deal with matrices ...\n",
    "#             # _mmm = reslr_shift[f\"{_type}_{cond}_{cell}\"]\n",
    "#             # _mmm = reslr_shift[cell].set_index([\"sname1\"]).loc[f\"{_type}_{cond}_{cell}\",\"data\"]\n",
    "#             _mmm = reslr[cell].set_index([\"sname1\"]).loc[f\"{_type}_{cond}_{cell}\",\"data\"]\n",
    "#             _mmm45 = plot_cpup(_mmm)\n",
    "#             ax.imshow( _mmm45, **imshow_kwargs )\n",
    "#             # ticks\n",
    "#             ticks_pixels = np.linspace(0, _mmm45.shape[1], 4)\n",
    "#             ax.set_xticks(ticks_pixels)\n",
    "#             ax.set_xticklabels([\"\",\"TSS\",\"TES\",\"\"])\n",
    "            \n",
    "#             if j == 0:\n",
    "#                 ax.set_ylabel(f\"{_type}: {cell}\")\n",
    "\n",
    "#             # count + - sites:\n",
    "#             _s = _annot_genes \\\n",
    "#                 .groupby(by = \"sname\") \\\n",
    "#                 .get_group(f\"{_type}_{cond}_{cell}\") \\\n",
    "#                 .query(\"(min_space>2_500)&(size>8_000)&(size<100_000)\")\n",
    "\n",
    "#             _pp = len(_s.query(\"strand=='+'\"))\n",
    "#             _mm = len(_s.query(\"strand=='-'\"))\n",
    "\n",
    "#             if i == 0:\n",
    "#                 ax.set_title(f\"{cond}, +:{_pp}, -:{_mm}\")\n",
    "#                 # ax.set_xticklabels([\"\",\"\",\"\"])"
   ]
  },
  {
   "cell_type": "markdown",
   "id": "b0dc61f9-e3bd-4bec-95cb-0ee40703dec8",
   "metadata": {},
   "source": [
    "### Old stuff ..."
   ]
  },
  {
   "cell_type": "markdown",
   "id": "504a074b-00ff-447b-9def-b4e5e533b880",
   "metadata": {},
   "source": [
    "### Let's look at individual genes interactively !"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 30,
   "id": "91a23d0f-f473-4ed4-8a64-d8f102e92e80",
   "metadata": {
    "tags": []
   },
   "outputs": [],
   "source": [
    "\n",
    "# from ipywidgets import interact, fixed\n",
    "\n",
    "from ipywidgets import interact, interactive, fixed, interact_manual\n",
    "import ipywidgets as widgets"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": 152,
   "id": "9b56bc87-9414-49ad-9c17-b0977097201d",
   "metadata": {
    "tags": []
   },
   "outputs": [
    {
     "data": {
      "application/vnd.jupyter.widget-view+json": {
       "model_id": "281469fe589a46cdbd15ccd25f70f55e",
       "version_major": 2,
       "version_minor": 0
      },
      "text/plain": [
       "interactive(children=(IntSlider(value=100, description='i', max=200), Output()), _dom_classes=('widget-interac…"
      ]
     },
     "metadata": {},
     "output_type": "display_data"
    }
   ],
   "source": [
    "clr = clrs[\"hff\"]\n",
    "\n",
    "@interact(i=(0, 200))\n",
    "def f(i):\n",
    "    c,s,e,_strand,size,exons,_exons,cs,ce = ctrl_hff.iloc[i][\n",
    "        [\"chrom\",\"start\",\"end\",\"strand\",\"size\",\"exonStarts\",\"exonEnds\",\"cdsStart\",\"cdsEnd\"]\n",
    "    ]\n",
    "\n",
    "    # print(f\"{size/1_000}\")\n",
    "    _step = size/1_000\n",
    "    print(s,e,size)\n",
    "    print(cs,ce)\n",
    "    print(exons)\n",
    "    print(_exons)\n",
    "\n",
    "    plt.imshow(\n",
    "        clr.matrix().fetch((c,s-size,e+size)),\n",
    "        interpolation=\"none\",\n",
    "        cmap=\"fall\",\n",
    "        norm=colors.LogNorm(vmin=0.0001,vmax=0.03)\n",
    "    )\n",
    "    ax = plt.gca()\n",
    "    ax.set_xticks([0,_step,2*_step,3*_step])\n",
    "    ax.set_yticks([0,_step,2*_step,3*_step])\n",
    "\n",
    "    ax.axvline([_step], 0.7,0.99)\n",
    "    ax.axvline([_step], 0.,0.3)\n",
    "\n",
    "    ax.axhline([_step], 0.7,0.99)\n",
    "    ax.axhline([_step], 0.,0.3)\n",
    "\n",
    "    ax.axvline([2*_step], 0.7,0.99)\n",
    "    ax.axvline([2*_step], 0.,0.3)\n",
    "\n",
    "    ax.axhline([2*_step], 0.7,0.99)\n",
    "    ax.axhline([2*_step], 0.,0.3)\n",
    "\n",
    "    # now let's deal with the \"exons\" ...\n",
    "    e0,e1,e2,e3 = [int(e) for e in exons.split(\",\")]\n",
    "\n",
    "    # for negative strand use this:\n",
    "    if _strand == \"-\":\n",
    "        ax.set_xticklabels([\"\",\"tes\",\"tss\",\"\"])\n",
    "        ax.set_yticklabels([\"\",\"tes\",\"tss\",\"\"])\n",
    "        _alt_tss = e1 - s + size\n",
    "        _alt_tes = e2 - s + size\n",
    "    elif _strand == \"+\":\n",
    "        ax.set_xticklabels([\"\",\"tss\",\"tes\",\"\"])\n",
    "        ax.set_yticklabels([\"\",\"tss\",\"tes\",\"\"])\n",
    "        _alt_tss = e1 - s + size\n",
    "        _alt_tes = e2 - s + size\n",
    "    else:\n",
    "        print(\"Wrong strand !!!\")\n",
    "\n",
    "    ax.tick_params(top=True, labeltop=True, bottom=False, labelbottom=False)\n",
    "\n",
    "\n",
    "    if not np.isclose(e0, s,  rtol=0.01, atol=0.01):\n",
    "        print(\"Starts do not meet !\")\n",
    "\n",
    "    # first alternative TES\n",
    "    ax.axvline(_alt_tes/1000, color=\"green\", alpha=0.5)\n",
    "\n",
    "    # second alternative TSS\n",
    "    ax.axvline(_alt_tss/1000, color=\"red\", alpha=0.5)\n",
    "\n",
    "\n",
    "    print([e3-e0, size])\n",
    "    if not np.isclose(np.abs(e3-e0), size, rtol=0.01, atol=0.01):\n",
    "        print(\"Ends do not meet !\")\n"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bdb5deb5-25e9-4082-9245-dbed977dd953",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "09c7a652-9bd1-40f1-9eb3-37d97ae0602a",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "06f07587-7609-4d44-9fd8-a76597eea190",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "5a9aefc4-5138-4461-bacc-2b0dcafcd81a",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "02069d80-9936-4e17-8473-8b4a0f428150",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "88c054cd-3016-4e0e-8b48-0e1058402944",
   "metadata": {},
   "outputs": [],
   "source": [
    "np.rand"
   ]
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "1f50de98-1214-400c-8d15-8653b6bb45a7",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "d703ff9c-5aff-4b92-bd1f-67979daa0e38",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "6a0f51b1-a356-43d8-ba66-c6a734683ce1",
   "metadata": {},
   "outputs": [],
   "source": []
  },
  {
   "cell_type": "code",
   "execution_count": null,
   "id": "bd9e1508-dc19-4de8-93cf-3fdbf8e8bc43",
   "metadata": {},
   "outputs": [],
   "source": []
  }
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