# On the splitting method for some complex-valued quasilinear equations

@inproceedings{Brzezniak2011OnTS, title={On the splitting method for some complex-valued quasilinear equations}, author={Z. Brzezniak and A. Millet}, year={2011} }

Abstract. Using the approach of the splitting method developed by I. Gyöngy and N. Krylov for parabolic quasi linear equations, we study the speed of convergence for general complex-valued stochastic evolution equations. The approximation is given in general Sobolev spaces and the model considered here contains both the parabolic quasi-linear equations under some (non strict) stochastic parabolicity condition as well as linear Schrödinger equations

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