This Jupyter notebook gives an overview of stochastic processes.
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Nov 28, 2020 - Jupyter Notebook
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stochastic-processes
Here are 8 public repositories matching this topic...
Financial Mathmatics Concepts with theory & visualizations
finance
monte-carlo
probability
option-pricing
quantitative-finance
stochastic-processes
probability-theory
black-scholes
brownian-motion
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Sep 14, 2023 - Jupyter Notebook
Repository that contains several Jupyter Notebooks about the course "Stocastic Modelling and Simulation".
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Sep 10, 2022 - Jupyter Notebook
Some interesting applications of Stochastic Processes using Jupyter Notebooks for descriptive and instructive illustrations.
monte-carlo
markov-chain
ising-model
stochastic-processes
random-walk
traveling-salesman-problem
mcmc-sampling
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Jan 30, 2023 - Jupyter Notebook
a collection of numerical experiments documented in jupyter notebooks.
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Nov 17, 2017 - Jupyter Notebook
a python code that uses the randomness of neural network training to find the ground state of a harmonic oscillator and its energy
python
machine-learning
energy
neural-network
notebook
physics
random
quantum
keras
machinelearning
stochastic-processes
harmonic-oscillator
variational-method
ammonia
ground-state
machinelearning-python
minimization-algorithm
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Jun 25, 2020 - Jupyter Notebook
A collection of educational notebooks covering key mathematical concepts and their applications in quantitative finance
python
statistics
time-series
linear-regression
jupyter-notebook
option-pricing
bayesian-inference
quantitative-finance
stochastic-processes
black-scholes
risk-management
financial-mathematics
financial-derivatives
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Oct 10, 2024 - Jupyter Notebook
Collection of notebooks about quantitative finance, with interactive python code.
python
linear-regression
econometrics
partial-differential-equations
option-pricing
quantitative-finance
jupyter-notebooks
stochastic-differential-equations
american-options
kalman-filter
stochastic-processes
monte-carlo-methods
financial-engineering
financial-mathematics
levy-processes
heston-model
brownian-motion
jump-diffusion-mertons-model
fourier-inversion
linear-systems-equations
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Oct 22, 2024 - Jupyter Notebook
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