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ANNOUNCEMENT ON “MAXIMUM PRINCIPLE FOR NON-UNIFORMLY PARABOLIC EQUATIONS AND APPLICATIONS”
ZHANG Xi-cheng
作者单位
ZHANG Xi-cheng School of Mathematics and Statistics, Wuhan University, Wuhan 430072, China 
摘要:
In this note we announce the global boundedness for the solutions to a class of possibly degenerate parabolic equations by De-Giorgi's iteration. In particular, the existence of weak solutions for possibly degenerate stochastic differential equations with singular diffusion coefficients is obtained.
关键词:  maximum principle  De-Giorgi's iteration  stochastic differential equation  Krylov's estimate
DOI:
分类号:
基金项目:Supported by National Natural Science Foundation of China (11731009).
ANNOUNCEMENT ON “MAXIMUM PRINCIPLE FOR NON-UNIFORMLY PARABOLIC EQUATIONS AND APPLICATIONS”
ZHANG Xi-cheng
Abstract:
In this note we announce the global boundedness for the solutions to a class of possibly degenerate parabolic equations by De-Giorgi's iteration. In particular, the existence of weak solutions for possibly degenerate stochastic differential equations with singular diffusion coefficients is obtained.
Key words:  maximum principle  De-Giorgi's iteration  stochastic differential equation  Krylov's estimate

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