Precise estimates for the solution of stochastic functional differential equations with discontinuous initial data : part 2Precise estimates for the solution of stochastic functional differential equations with discontinuous initial data : part 2
Faculty of Sciences. Mathematics and Computer Science
Analytical and topological structures
International journal of innovative science, engineering & technology
1(2014):8, p. 192-200
University of Antwerp
This work is a continuation to the work on Precise Estimates in  and the work on Approximation Theorems in . Here we have proved that the Euler approximation of the S.F.D.E. considered in  and  is in fact nu- merically stable and weakly consistent.Note that here we have used the same introduction, notations and denitions as in and .