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This algorithm calculates the zero-point energy of a molecular system by monte-carlo sampling the system's potential energy surface.

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lukehatcher/diffusion_monte_carlo

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Diffusion Monte Carlo

Diffusion Monte Carlo (DMC) is an algorithm commonly used in theoretical chemistry to calculate the zero point energies of a molecular system. As the name implies, the algorithm utilizes Monte Carlo random sampling. Common systems studied with this algorithm are small sized water clusters ((H2O)N). A method called descendant weighting can be concurrently woven into the DMC algorithm in order to simultaneously obtain the wave functions of a system. This repository includes a 1-dimensional and an N-dimensional version of the algorithm, both implementing descendant weighting, under dmc_1D_DW.py and dmc_ND_DW.py respectively. These implementations are done using a functional approach and would benefit from a more generalized, OOP approach.

Mathematical motivation

Please see dmc_derivation_and_background.pdf for a PDF or dmc_derivation_and_background.tex for a LaTeX version. Typo corrections to come.

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This algorithm calculates the zero-point energy of a molecular system by monte-carlo sampling the system's potential energy surface.

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