Some Hilbert Spaces of Entire Functions
From MaRDI portal
Publication:3267583
DOI10.2307/2033484zbMath0092.07001OpenAlexW4229702441MaRDI QIDQ3267583
Publication date: 1959
Published in: Proceedings of the American Mathematical Society (Search for Journal in Brave)
Full work available at URL: https://projecteuclid.org/euclid.bams/1183523873
Related Items
Hilbert Spaces of Entire Functions: Early History, de Branges Spaces and Growth Aspects, de Branges Spaces and Kreĭn’s Theory of Entire Operators, de Branges Spaces of Vector-Valued Functions, Applications of de Branges Spaces of Vector-Valued Functions, Perturbation of chains of de Branges spaces, Classification theorems for operators preserving zeros in a strip, New and old problems for entire functions, Multiplication operators with deficiency indices \((p,p)\) and sampling formulas in reproducing kernel Hilbert spaces of entire vector valued functions, Rigged de Branges-Pontryagin spaces and their application to extensions and embedding, Vector valued de Branges spaces of entire functions based on pairs of Fredholm operator valued functions and functional model, Majorization in de Branges spaces. II: Banach spaces generated by majorants, An inverse problem for a class of canonical systems having Hamiltonians of determinant one, Some Hilbert Spaces of Entire Functions, Some Hilbert spaces of entire functions, Entire functions and integral transforms, Sampling in de Branges spaces and Naimark dilation, Majorization in de Branges spaces. I: Representability of subspaces, Existence of zerofree functions \(N\)-associated to a de Branges Pontryagin space, Upper bound for the number of zeros of a meromorphic function outside a vertical line and applications, Majorization in de Branges spaces. III. Division by Blaschke products, Finite-dimensional de Branges Subspaces Generated by Majorants, Hamiltonians arising from \(L\)-functions in the Selberg class, A Comparison Theorem for Spaces of Entire Functions, Some Hilbert Spaces of Entire Functions. III, Selfadjoint extensions of the multiplication operator in de Branges spaces as singular rank-one perturbations, An introduction to de Branges spaces of entire functions with applications to differential equations of the Sturm-Liouville type, Pontryagin spaces of entire functions. I, Pontryagin spaces of entire functions. II
