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General solution for fractional stochastic differential equations
WANG Zi-ting, LI Ping
(College of Mathematics and Computational Science in China University of Petroleum,Dongying 257061, China)
Abstract:
By using fractional Brownian motion theory, general solution for the stochastic differential equations (SDE) based on fractional Brownian motion, namely fractional stochastic differential equations (FSDE) , was deduced according to the research results of SDE based on Brownian motion.
Key words:  fractal market  fractional Brownian motion  stochastic differential equations? It6 formula