An algorithm for evolving multiple quantum operators for arbitrary quantum computational problems
Walter O. Krawec · 2014
We design and analyze a real-coded genetic algorithm for the use in evolving collections of quantum unitary operators (not circuits) which act on pure or mixed states over arbitrary quantum systems while interacting with fixed, problem specific operators (e.g., oracle calls) and intermediate partial measurements. Our algorithm is general enough so as to allow its application to multiple, very different, areas of quantum computation research.