1. Berger, M.S.: Nonlinearity and Functional Analysis. Lectures on Nonlinear Problems in Mathematical Analysis. Pure and Applied Mathematics. Academic Press, New York-London (1977)
2. Chen, Z.Q., Kim, K.H.: An L p -Theory of Non-Divergence Form SPDEs Driven by Lévy Processes. arXiv: 1007.3295v1 [math.PR]
3. Denis, L., Matoussi, A., Stoica, L.: Maximum principle and comparison theorem for quasi-linear stochastic PDE’s. Electron. J. Probab. 14, 500530 (2009)
4. Dennis, L., Matoussi, D.: Maximum Principle for quasilinear SPDE’s on a Bounded Domain Without Regularity Assumptions. arXiv: 1201.1092 [math.PR]
5. Denis, L., Matoussi, A., Zhang, J.: Maximum Principle for Quasilinear Stochastic PDEs with Obstacle. arXiv: 1210.3445 [math.PR]