BV right continuous solutions of differential inclusions involving time dependent maximal monotone operators

A measure differential inclusion involving time-dependent maximal monotone operators

We establish in this paper, an existence and uniqueness result of right continuous with bounded variation solution for a perturbed differential inclusion governed by time-dependent maximal monotone operators.

BV right-continuous solutions of second-order differential inclusions governed by maximal monotone operators

This paper concerns existence of right-continuous with bounded variation solutions of a perturbed second-order differential inclusion governed by time and state-dependent maximal monotone operators.

Existence and relaxation theorems for differential inclusions involving time dependent maximal monotone operators

In this paper, we consider evolution problems involving time dependent maximal monotone operators in Hilbert spaces. Existence and relaxation theorems are proved.

具有相对论算子与极大单调边界条件的非势系统

Non-potential systems with relativistic operators and maximal monotone boundary conditions

本文研究了包含两个相对论算子的非势系统在极大单调算子边界条件下的可解性，通过不动点表述、先验估计及收敛于零的矩阵证明了其可解性。

单调型非凸微分包含解的存在性

Existence of Solutions for Nonconvex Differential Inclusions of Monotone Type

研究了R^n中具有紧的、上半连续的、右侧不一定凸的微分包含.在一个弱单调型条件下，证明了解的存在性。

Sharp $\left( H_{p},L_{p}\right) $ type inequalities of maximal operators of $T$ means with respect to Vilenkin systems with monotone coefficients

In this paper we prove and discuss some new $\left( H_{p},L_{p}\right)$ type inequalities of maximal operators of $T$ means with respect to the Vilenkin systems with monotone coefficients. We also apply these inequalities to prove strong convergence theorems of such $T$ means. We also show that these results are the best possible in a special sense. As applications, both some well-known and new results are pointed out.