1.
Tarcsay, Zsigmond ✉ ; Sebestyén, Zoltán ✉
Reduction of positive self-adjoint extensions
OPUSCULA MATHEMATICA 44 : 3 pp. 425-438. , 14 p. (2024)
DOI Kiadónál CorvinusKutatasok Scopus
Publication:34751048 Validated Core Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[34751048] [Validated]
2.
Tarcsay, Zsigmond ✉ ; Göde, Ábel
Operators on anti-dual pairs: Supremum and infimum of positive operators
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 531 : Issue 2, Part 2 Paper: 127893 , 11 p. (2024)
DOI CorvinusKutatasok WoS Scopus
Publication:34317106 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[34317106] [Validated]
3.
Sebestyén, Zoltán ; Tarcsay, Zsigmond ✉
Extensions of positive symmetric operators and Krein's uniqueness criteria
LINEAR AND MULTILINEAR ALGEBRA (2023)
DOI CorvinusKutatasok WoS Scopus
Publication:33766588 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[33766588] [Validated]
4.
Tarcsay, Zsigmond
Pozitív operátorok struktúrái
In: Intézményi ÚNKP Konferencia 2022 : Absztraktfüzet
Eötvös Loránd University (2022) 359 p. p. 325
Publication:33126635 Admin approved Core Conference paper (Abstract ) Scientific
Abstract (Conference paper) | Scientific[33126635] [Admin approved]
5.
Tarcsay, Zsigmond ✉
Maps preserving the Douglas solution of operator equations
JOURNAL OF MATHEMATICAL ANALYSIS AND APPLICATIONS 507 : 2 Paper: 125802 (2022)
DOI WoS REAL EDIT Scopus Other URL arXiv
Publication:32508425 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[32508425] [Validated]
6.
Horváth, Bence ; Tarcsay, Zsigmond
Perturbations of surjective homomorphisms between algebras of operators on Banach spaces
PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY 150 : 2 pp. 747-761. , 15 p. (2022)
DOI WoS REAL Scopus Other URL arXiv
Publication:32080872 Validated Core Citing Journal Article (Article ) Scientific
Citing papers: 2 | Independent citation: 1 | Self citation: 1 | Unknown citation: 0 | Number of citations in WoS: 2 | Number of citations in Scopus: 1 | WoS/Scopus assigned: 2 | Number of citations with DOI: 2
Article (Journal Article) | Scientific[32080872] [Validated]
All citations+mentions: 2, External citations: 1, Self citations: 1, Unhandled citations: 0
7.
Tarcsay, Zsigmond ✉ ; Titkos, Tamas
Operators on anti-dual pairs: Generalized Krein-von Neumann extension
MATHEMATISCHE NACHRICHTEN 294 : 9 pp. 1821-1838. , 18 p. (2021)
DOI WoS REAL EDIT Scopus arXiv
Publication:32163878 Admin approved Core Citing Journal Article (Article ) Scientific
Citing papers: 4 | Independent citation: 0 | Self citation: 4 | Unknown citation: 0 | Number of citations in WoS: 4 | Number of citations in Scopus: 4 | WoS/Scopus assigned: 4 | Number of citations with DOI: 4
Article (Journal Article) | Scientific[32163878] [Admin approved]
All citations+mentions: 4, External citations: 0, Self citations: 4, Unhandled citations: 0
8.
Z., Sebestyén ; Tarcsay, Zs.
On the Krein-von Neumann and Friedrichs extension of positive operators
ACTA WASAENSIA 462 pp. 165-178. , 14 p. (2021)
Teljes dokumentum
Publication:32080890 Admin approved Core Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[32080890] [Admin approved]
9.
Tarcsay, Zsigmond ; Sebestyén, Zoltán
Canonical Graph Contractions of Linear Relations on Hilbert Spaces
COMPLEX ANALYSIS AND OPERATOR THEORY 15 : 1 Paper: 21 (2021)
DOI WoS EDIT REAL Scopus Other URL arXiv
Publication:31840162 Validated Core Citing Journal Article (Article ) Scientific
Article (Journal Article) | Scientific[31840162] [Validated]
10.
Tarcsay, Zsigmond ; Titkos, Tamás
Operators on anti-dual pairs: Generalized Schur complement
LINEAR ALGEBRA AND ITS APPLICATIONS 614 pp. 125-143. , 19 p. (2021)
DOI REAL WoS Scopus
Publication:31203615 Validated Core Citing Journal Article (Article ) Scientific
Citing papers: 2 | Independent citation: 0 | Self citation: 2 | Unknown citation: 0 | Number of citations in WoS: 2 | Number of citations in Scopus: 2 | WoS/Scopus assigned: 2 | Number of citations with DOI: 2
Article (Journal Article) | Scientific[31203615] [Validated]
All citations+mentions: 2, External citations: 0, Self citations: 2, Unhandled citations: 0
2024-04-19 17:25