Type an M x M matrix for your open quantum system Hamiltonian, and give a spectral density (analytic or numerical). FeynDyn gives the density matrix dynamics according to the Leggett-Caldeira bath or the Feynman-Vernon bath at any temperature. Can do up to 16 qubits (65536 levels) and infinitely many bath modes. Email [email protected] for the latest version or any questions.
Hi Just noticed a post on figshare referring to your repository, can you give a demonstration post of how a GitHub new user who's likely to be from academia used to windows can approach the interface and cite code to reference in a whitepaper?
I would love to rephrase the question but this will have to do.
After the sentence "Using the integral representation we could obtain that:the expected value for the displacement operator", there should be some explanation of where this first equation comes from. For example, there is a \pi and an N, whereas before there was not.