- Stationary Stochastic Process
- LTI & Ergodicity
- Point Process & Gaussian Process
- Estimation Theory
- Markov Chain
This notebook includes implementations to generate stochastic processes:
Example:
- A very pretty gaussian distribution:
- Gaussian process with RBF kernel:
- Brownian motion:
- Poisson process:
- Hawkes process:
"Baum-Welch" algorithm is implemented to train a Hidden Markov Model parameters from sequences of observed data.
Hidden Markov Model parameters is trained using counting from sequence of observed data and states. "Viterbi" algorithm is implemented to find the most probable sequence of states from observations
Implemented Gibbs sampling to denoise an image.
Example: