Damir Z. Arov and Harry Dym: A characterization of the set of de Branges matrices ${\gE}$ for which there exists a $J$-inner matrix function $U$ such that the spaces ${\cB}({\gE})$ and ${\cH}(U)$ coincide

Damir Z. Arov and Harry Dym: A characterization of the set of de Branges matrices ${\gE}$ for which there exists a $J$-inner matrix function $U$ such that the spaces ${\cB}({\gE})$ and ${\cH}(U)$ coincide (PAFA)

Volume 8, Number 3, 809-816, 2023

A characterization of the set of de Branges matrices

for which there exists a J-inner matrix function U such that the spaces

and

coincide

Damir Z. Arov and Harry Dym

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