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_check_toc_parents
should consider only the descendants of root_doc and n… #13038base: master
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should consider only the descendants of root_doc and n… #13038Changes from 1 commit
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A personal opinion: the code might be easier to understand if the iteration source of the subsequent
for
loop --toc_parents
-- is assigned-to from the result of the_find_toc_parents_dfs
function.Explaining why: to me, function calls that have side-effects that affect outer-scoped variables are slightly hard to follow.
I think that another potential benefit could be that it'd be easier to write test coverage for the helper function (although I admit that it's a small one, and that perhaps the enclosing function is a better candidate for testing here).
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I didn't worry too much about side-effects as it being more simplistic this way.
Here is the DFS without side-effect:
Personally I found it slightly more complicated than needed because of
toc_parents
being propogated down the tree as a parameter but also being returned. Note thatreturn toc_parents
will only be used by the external caller of the helper function and not elsewhere.Anyways I'm fine with this implementation too if you think so.
Edit: There exists another DFS implementation, without taking
toc_parents
dict as a parameter but only relying on return values, however I believe that would require combining the returned dicts from each subtree at each node which would be expensive.There was a problem hiding this comment.
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Was the sorting added here for debugging/investigation purposes? (and should we include it with these changes?)
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The helper function uses preorder traversal which does not guarantee sorted parents as was before. Sorting is kept for consistency reasons (independent of the helper function traversal order) in the logged output, this way it is also easier to write the corresponding tests instead of dry running the traversal order and depending on the helper functions implementation. Further, it also makes it easier for the user to spot the pattern that the lexicographically greatest parent is being selected.
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My initial sense here is that I'm not too keen on the practice of modifying application code in order to make test expectations easier to write.
I do understand that it helps in this case, but I think that unit test coverage of different tree/graph structures would be more robust over time.
(apologies for taking a while to add further review commentary)
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I do not understand how the application code is modified since the function
_check_toc_parents()
does not produce any side-effects other than the output. In fact I think the idea of applyingsorted
is quite the opposite.I'd like to clarify again that the mentioned benefits/reasons in my previous comment of having sorted parents aren't enforced by this PR, instead the parents were already implicitly sorted previously due to the node-wise traversal and the sorted nature of values in
toctree_includes
. Since the traversal order is now changed to inorder which doesn't inherently guarantee parents being collected in sorted order,sorted
function is now applied post-traversal, to keep it consistent with the previous behavior. You could argue that guaranteeing the order of parents should come from the nested helper function itself and the outer body ofcheck_toc_parents()
shall not be modified, however given the recursive nature of the helper function, I feel like the current approach is much simpler.I don’t have a strong opinion on writing unittests for helper functions, in my opinion we should be testing based on functionality and not the implementation of a function which in this current case would mean that the tests should only care about consistent warning/logging and not about whatever method of traversal is used internally to achieve so. For example the helper method which used node-wise traversal previously, and now inorder traversal in this PR, should ideally NOT break the existing tests and hence having a determined order of parents regardless of the traversal algorithm helps achieve it.
I’d like to know more about what you think of this. If you still believe that we shouldn’t guarantee sorted order of parents anymore, I’d happily remove it.
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Logging is sometime more than a side-effect, and it can either express or hide internal application state. Sometimes that's risky, and sometimes it's useful. In the context of trying to improve the consistency of build output, I think it's likely to be useful to log the iteration order of the parent document names without sorting applied to them.
As I understand it, commit 8351936 does sort the keys of the toctree includes -- but it doesn't sort the values (the parent document list).
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Thanks for the feedback, I'll remove sorting from here then.
Note that the
toctree_includes
is a parent -> children mapping. Essentially by sorting the keys (which are parent names) and later iterating over the dictionary, it is guaranteed that parents are processed in lexicographical order. Therefore when thetoctree_includes
is reversed to obtaintoc_parents
i.e child -> parents mapping in check_toc_parents, the parents list for each child key would already be sorted.There was a problem hiding this comment.
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Ok, this makes sense, thank you. I didn't understand this until I began attempting to write some unit tests locally. What I'd started on was a test to provide three or four permutations of the same graph -- sometimes with child value lists randomized, sometimes with parent keys randomized -- with the intent of asserting on consistent inverted-graph structure as output.
(in particular, refreshing my memory about the lexicographic sorting took me some time -- and now I understand from that plus your message here, that the
check
code relies on the parent-key order, and that without a larger refactoring, it wouldn't be valid to write test cases that randomize that ordering, because the application code itself shouldn't allow that to occur)There was a problem hiding this comment.
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While it is true that the order of nodes visited during the reversal of the graph edges
relyrelied on the parent-key order fromtoctree_includes
which is ensured to be deterministic from my previous related PR. However I cannot understand the motivation behind testing the randomized ordering, because in formal definitions a graph consists of set of edge pairs, this unordering implies that any permutation of parents lists intoc_parents
values would correspond to the same graph by definition although different internal representations.Was your idea about testing whether the
toc_parents
dictionary order obtained from the dfs is equivalent for any randomized order of key values of a specific graph oftoctree_includes
?Edit: The dfs algorithm presented here relies on children-values ordering of
toctree_includes
instead which I don't think is always sorted.