Title of article :
Gradient estimates for the porous medium type equation on smooth metric measure space
Author/Authors :
YIHUA, DENG Hengyang Normal University - Department of Mathematics and Computing Science, China
From page :
985
To page :
993
Abstract :
The porous medium equation arises in different applications to model diffusive phenomena. In this paper, we obtain several gradient estimates for some porous medium type equations on smooth metric measure space with N-Bakry-Emery Ricci tensor bounded from below. In particular, we improve and generalize some current gradient estimates for the porous medium equations.
Keywords :
Gradient estimates , porous medium type equation , smooth metric measure space , positive solution
Journal title :
Turkish Journal of Mathematics
Journal title :
Turkish Journal of Mathematics
Record number :
2531520
Link To Document :
بازگشت