Add to ORKGThis paper presents a survey of results related to quasidifferential calculus. First we discuss different classes of directionally differentiable functions (convex functions, maximum functions and quasidifferentiable functions). Several generalizations of the concept of a subdifferential are considered, and the place and role of quasidifferentiable functions are outlined
We continue the study of the directed subdifferential for quasidifferentiable functions started in [...
Two criteria for the robust quasiconvexity of lower semicontinuous functions are established in term...
In this study, some relationships between quasidifferentiability and weakly subdifferentiability of ...
In this paper the author studies the necessary conditions for an extremum when either the function t...
Much recent work in optimization theory has been concerned with the problems caused by nondifferenti...
AbstractThe relation between the proximal subdifferential and the quasidifferential for a function, ...
We extend the definition of the directed subdifferential, originally introduced in [R. Baier, E. Far...
Some results concerning second order expansions for quasidifferentiable functions in the sense of De...
Abstract We extend the definition of the directed subdifferential, originally introduced in [R. Baie...
The quasidifferential calculus developed by V.F. Demyanov and A.M. Rubinov provides a complete analo...
The implicit and inverse function theorems of classical differential calculus represent an essential...
In a recent paper, V.F. Demyanov, S. Gamidov and I. Sivelina developed an algorithm for solving opti...
This paper attempts to explore ways and means of finding the kernels of quasidifferentials. The resu...
For the minimization of nonsmooth quasidifferentiable functions methods have been defined which make...
This paper considers the problem of minimizing a quasidifferentiable function on a set described by ...
We continue the study of the directed subdifferential for quasidifferentiable functions started in [...
Two criteria for the robust quasiconvexity of lower semicontinuous functions are established in term...
In this study, some relationships between quasidifferentiability and weakly subdifferentiability of ...
In this paper the author studies the necessary conditions for an extremum when either the function t...
Much recent work in optimization theory has been concerned with the problems caused by nondifferenti...
AbstractThe relation between the proximal subdifferential and the quasidifferential for a function, ...
We extend the definition of the directed subdifferential, originally introduced in [R. Baier, E. Far...
Some results concerning second order expansions for quasidifferentiable functions in the sense of De...
Abstract We extend the definition of the directed subdifferential, originally introduced in [R. Baie...
The quasidifferential calculus developed by V.F. Demyanov and A.M. Rubinov provides a complete analo...
The implicit and inverse function theorems of classical differential calculus represent an essential...
In a recent paper, V.F. Demyanov, S. Gamidov and I. Sivelina developed an algorithm for solving opti...
This paper attempts to explore ways and means of finding the kernels of quasidifferentials. The resu...
For the minimization of nonsmooth quasidifferentiable functions methods have been defined which make...
This paper considers the problem of minimizing a quasidifferentiable function on a set described by ...
We continue the study of the directed subdifferential for quasidifferentiable functions started in [...
Two criteria for the robust quasiconvexity of lower semicontinuous functions are established in term...
In this study, some relationships between quasidifferentiability and weakly subdifferentiability of ...