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Title of Journal: Front Math China

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Abbravation: Frontiers of Mathematics in China

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Higher Education Press

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10.1007/s00405-014-2965-y

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1673-3576

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Reflected stochastic differential equations driven

Authors: Peng Luo
Publish Date: 2015/03/18
Volume: 11, Issue: 1, Pages: 123-140
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Abstract

We study the uniqueness and existence of solutions of reflected Gstochastic differential equations RGSDEs with nonlinear resistance under an integralLipschitz condition of coefficients Moreover we obtain the comparison theorem for RGSDEs with nonlinear resistance

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  2. On $$ \mathfrak{F}_h $$-normal subgroups of finite groups
  3. Diffusion occupation time before exiting
  4. Well-posedness for compressible Rayleigh-Bénard convection
  5. Shift Harnack inequality and integration by parts formula for semilinear stochastic partial differential equations
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