Evolutionary computation hybrids with Monte Carlo method for differential equation
Sheng-Ping Wu · Proceedings of SPIE, the International Society for Optical Engineering/Proceedings of SPIE · 2012
This article uses the hybrids between recursive method and Monte Carlo method to solve the differential equation, for example in this article, the Schrödinger equation for atom, by two new methods one of which depends gross energy as fitness function, the other applies a special substitution and a delta function randomly chosen from the domain. After a examples implemented by program the result given by running on computer is perfectly in accordance to their algebra solution, which prove the new methods is powerful for solving differential equations.