# 66392

## Автор(ов):

1

Параметры публикации

Тезисы доклада

## Название:

Stability of minimization problems and the error bound conditions in the Hilbert space

## Наименование конференции:

• International Conference "Approximation Theory and Applications" Dedicated to the 100th Anniversary S. B. Stechkin

## Наименование источника:

• Abstracts of talks on the International Conference “Approximation Theory and Applications” dedicated to the 100th anniversary of S. B. Stechkin

• Москва

• МГУ

2021

## Страницы:

4-4
Аннотация
We shall consider some sort of suﬃcient conditions ( the error bound conditions) for stability of the solution set for the problem min x \in A f(x) with respect to the function f (in C-norm) and with respect to the set A (in the Hausdorﬀ distance). Both the function and the set are nonconvex.

## Библиографическая ссылка:

Балашов М.В. Stability of minimization problems and the error bound conditions in the Hilbert space / Abstracts of talks on the International Conference “Approximation Theory and Applications” dedicated to the 100th anniversary of S. B. Stechkin. М.: МГУ, 2021. С. 4-4.