Eva Kopecká

activity

20192023

most citedConvergence of remote projections onto convex sets

1 citations · 1 across the 2 of their papers we have counts for

collaborators

3 papers

math.FA2023★ 1 cited

Convergence of remote projections onto convex sets

Petr A. Borodin, Eva Kopecká

Let ${C_{α}}_{α \in Ω}$ be a family of closed and convex sets in a Hilbert space $H$ , having a nonempty intersection $C$ . We consider a sequence ${x_{n}}$ of remote projections onto…

math.FA2021

Sequences of $m$ -term deviations in Hilbert space

Petr A. Borodin, Eva Kopecká

Let $D$ be a dictionary in a Hilbert space $H$ , that is, a set of unit elements whose linear combinations are dense in $H$ . We consider the least $m$ -term deviation $σ_{m} (x)$ of an…

math.FA2019

Alternating projections, remotest projections, and greedy approximation

Petr A. Borodin, Eva Kopecká

Let $L_{1}, L_{2}, \dots, L_{K}$ be a family of closed subspaces of a Hilbert space $H$ , $L_{1} \cap \dots \cap L_{K} = {0}$ ; let $P_{k}$ be the orthogonal projection onto $L_{k}$ . We consider two…

Convergence of remote projections onto convex sets

Sequences of m-term deviations in Hilbert space

Alternating projections, remotest projections, and greedy approximation

Sequences of $m$ -term deviations in Hilbert space