51 citations · 56 across the 5 of their papers we have counts for
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Discretizations of Stochastic Evolution Equations in Variational Approach Driven by Jump-Diffusion
Sima Mehri, Erfan Salavati, Bijan Z. Zangeneh
Stochastic evolution equations with compensated Poisson noise are considered in the variational approach with monotone and coercive coefficients. Here the Poisson noise is assumed…
Propagation of Chaos for Stochastic Spatially Structured Neuronal Networks with Delay driven by Jump Diffusions
Sima Mehri, Michael Scheutzow, Wilhelm Stannat +1
Spatially structured neural networks driven by jump diffusion noise with monotone coefficients, fully path dependent delay and with a disorder parameter are considered. Well-posedn…
Well-posedness for Stochastic Evolution Equations with Monotone Non-linearity and Multiplicative Poisson Noise in
Erfan Salavati, Bijan Z. Zangeneh
Semilinear stochastic evolution equations with Lévy noise and monotone nonlinear drift are considered. The existence and uniqueness of the mild solutions in for these equatio…
A Maximal Inequality for th Power of Stochastic Convolution Integrals
Erfan Salavati, Bijan Z. Zangeneh
An inequality for the th power of the norm of a stochastic convolution integral in a Hilbert space is proved. The inequality is stronger than analogues inequalities in the Liter…
Continuous Dependence on Coefficients for Stochastic Evolution Equations with Multiplicative Lévy Noise and Monotone Nonlinearity
Erfan Salavati, Bijan Z. Zangeneh
Semilinear stochastic evolution equations with multiplicative Lévy noise and monotone nonlinear drift are considered. Unlike other similar works, we do not impose coercivity condit…
Stochastic Evolution Equations with Multiplicative Poisson Noise and Monotone Nonlinearity: A New Approach
Erfan Salavati, Bijan Z. Zangeneh
Semilinear stochastic evolution equations with multiplicative Poisson noise and monotone nonlinear drift are considered. We do not impose coercivity conditions on coefficients. A n…
Semilinear Stochastic Evolution Equations with Lévy Noise and Monotone Nonlinearity
Erfan Salavati, Bijan Z. Zangeneh
Semilinear stochastic evolution equations with multiplicative Lévy noise and monotone nonlinear drift are considered. Unlike other similar work we do not impose coercivity conditio…
Large Deviation Principle for Semilinear Stochastic Evolution Equations with Monotone Nonlinearity and Multiplicative Noise
Hassan Dadashi-Arani, Bijan Z. Zangeneh
We demonstrate the large deviation property for the mild solutions of stochastic evolution equations with monotone nonlinearity and multiplica- tive noise. This is achieved using t…