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of the upper level problem involves a sum of non-differentiable functions whose values are computed

of the upper level problem involves a sum of non-differentiable functions whose values are computed

Boundary-value problems are considered for strongly elliptic functional-differential equations

We consider parabolic problems with non-Lipschitz nonlinearity in the different scales of Banach

An integro-differential equation describes the non-equilibrium thermal response of glass

for differentiable functions, and show that it gives us a tool for solving a number of problems for analytical

In this paper, a general class of mixed equilibrium problems involving non - differentiable

subgradient type method without any line search for minimization of convex non-differentiable functions

be taken into account. This approach leads to a two-objective optimization problem, which involves non-differentiable

and involves non-differentiable functions whose values are computed algorithmically. We propose several

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