Variational-Quantum-Monte-Carlo
The goal of this project is to compute an upper bound to the ground state energy for different quantum systems: the Harmonic Oscillator, the Hydrogen atom and the Helium atom. To do so, we make use of the variational principle and the integrals are performed using the so called Quantum Monte Carlo method, for which we will need to implement the Metropolis algorithm. Finally, the numerical simulations will be compared to analytical (if possible) and experimental results for each case. The results show a perfect accordance with other literature and experimental values.
