The maximality of the sum of monotone operators in Banach space and an application to hemivariational inequalities

[摘要] In this paper we give some conditions under which T + partial derivative f is maximal monotone in the Banach space X (not necessarily reflexive), where T is a monotone operator from X into X* and partial derivative f is the subdifferential of a proper lower semicontinuous convex function f, from X into R boolean OR {+ infinity}. We also give an application to hemivariational inequalities. (C) 1996 Academic Press, Inc.

[发布日期] 1996-12-15