摘要
在空间E^(n+1)的区域Q=G×(0,T)考虑满足较一般结构条件的抛物型方程,证明如果它的解在抛物边界等于零,那么必是平凡解。
On a domain Q= G×(o,T)in the sPace En+1ove consider a Parabolic equations that satisries rather general structural conditions and Proved that the solution must be trivial,if it vanishes on the Parabolic bowndary of Q.
出处
《怀化学院学报》
1992年第6期41-47,共7页
Journal of Huaihua University
关键词
抛物型方程
广义解
平凡解
Parabolic equation
generalized solution
trivial solution
