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Holder Continuity for Solutions of Degenerate Parabolic Equation with Two Degenerate Points
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作者 刘建中 李育生 崔国忠 《Chinese Quarterly Journal of Mathematics》 CSCD 1993年第3期13-23,共11页
In this paper we discuss the quasilinear parabolic equation U_■=▽(u^u(1-u)~β.Vu)+■(x,t.u)▽u+C(x,t,u) which is degenerate at u =0 and u=1.Let u(x,t)be a weak solution of the equation satisfying 0<u(x,t)<1.Un... In this paper we discuss the quasilinear parabolic equation U_■=▽(u^u(1-u)~β.Vu)+■(x,t.u)▽u+C(x,t,u) which is degenerate at u =0 and u=1.Let u(x,t)be a weak solution of the equation satisfying 0<u(x,t)<1.Under some assumptions we establish H■lder continuity of u(x,t). 展开更多
关键词 degenerate parabolic equation classical solution weak solution h■lder contiuity
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