Search Results - "Bisai, Bappa" :: K.UTB vyhledávací portál

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A Generalization of Ando’s Dilation, and Isometric Dilations for a Class of Tuples of q-Commuting Contractions

by Barik, Sibaprasad, Bisai, Bappa
Published in Complex analysis and operator theory (01.09.2024)

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A Nagy–Foias Program for a C.N.U. Γn-Contraction

by Bisai, Bappa, Pal, Sourav
Published in Complex analysis and operator theory (01.07.2024)

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A model theory for operators associated with a domain related to μ-synthesis

by Bisai, Bappa, Pal, Sourav
Published in Collectanea mathematica (Barcelona) (2023)

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Automorphisms and the fundamental operators associated with the symmetrized tridisc

by Bisai, Bappa, Pal, Sourav
Published in Proceedings of the Indian Academy of Sciences. Mathematical sciences (01.12.2021)

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A certain rational function and operator theory on the symmetrized polydisc

by Bisai, Bappa, Pal, Sourav
Published in Journal of mathematical analysis and applications (01.03.2021)

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Structure theorems for operators associated with two domains related to μ-synthesis

by Bisai, Bappa, Pal, Sourav
Published in Bulletin des sciences mathématiques (01.03.2020)

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On q-commuting co-extensions and q-commutant lifting

by Bisai, Bappa, Pal, Sourav, Sahasrabuddhe, Prajakta
Published in Linear algebra and its applications (01.02.2023)

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$Admissible fundamental operators associated with two domains related to $\mu$-synthesis$

Admissible fundamental operators associated with two domains related to $\mu$-synthesis

by Bisai, Bappa
Year of Publication 12.08.2022

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A generalization of Ando's dilation, and isometric dilations for a class of tuples of $q$-commuting contractions

by Barik, Sibaprasad, Bisai, Bappa
Year of Publication 19.10.2022

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Automorphisms and the fundamental operators associated with the symmetrized tridisc

by Bisai, Bappa, Pal, Sourav
Published in arXiv.org (12.10.2021)

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Paper Journal Article

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$A Nagy-Foias program for a c.n.u. $\Gamma_n$-contraction$

A Nagy-Foias program for a c.n.u. $\Gamma_n$-contraction

by Bisai, Bappa, Pal, Sourav
Year of Publication 07.10.2021

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Journal Article

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$Admissible fundamental operators associated with two domains related to $\mu$-synthesis$

Admissible fundamental operators associated with two domains related to $\mu$-synthesis

by Bisai, Bappa
Published in arXiv.org (12.08.2022)

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$Structure theorems for operators associated with two domains related to $\mu$-synthesis$

Structure theorems for operators associated with two domains related to $\mu$-synthesis

by Bisai, Bappa, Pal, Sourav
Year of Publication 08.11.2019

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On $q$-commuting co-extensions and $q$-commutant lifting

by Bisai, Bappa, Pal, Sourav, Sahasrabuddhe, Prajakta
Year of Publication 15.02.2022

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$A generalization of Ando's dilation, and isometric dilations for a class of tuples of $q$-commuting contractions$

A generalization of Ando's dilation, and isometric dilations for a class of tuples of $q$-commuting contractions

by Barik, Sibaprasad, Bisai, Bappa
Published in arXiv.org (19.10.2022)

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Paper

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$A Nagy-Foias program for a c.n.u. $\Gamma_n$-contraction$

A Nagy-Foias program for a c.n.u. $\Gamma_n$-contraction

by Bisai, Bappa, Pal, Sourav
Published in arXiv.org (15.02.2022)

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Paper

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$Structure theorems for operators associated with two domains related to $\mu$-synthesis$

Structure theorems for operators associated with two domains related to $\mu$-synthesis

by Bisai, Bappa, Pal, Sourav
Published in arXiv.org (08.11.2019)

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Paper

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$On $q$-commuting co-extensions and $q$-commutant lifting$

On $q$-commuting co-extensions and $q$-commutant lifting

by Bisai, Bappa, Pal, Sourav, Sahasrabuddhe, Prajakta
Published in arXiv.org (15.02.2022)

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Paper

A Generalization of Ando’s Dilation, and Isometric Dilations for a Class of Tuples of q-Commuting Contractions

A Nagy–Foias Program for a C.N.U. Γn-Contraction

A model theory for operators associated with a domain related to μ-synthesis

Automorphisms and the fundamental operators associated with the symmetrized tridisc

A certain rational function and operator theory on the symmetrized polydisc

Structure theorems for operators associated with two domains related to μ-synthesis

On q-commuting co-extensions and q-commutant lifting

Admissible fundamental operators associated with two domains related to $\mu$-synthesis

A generalization of Ando's dilation, and isometric dilations for a class of tuples of $q$-commuting contractions

Automorphisms and the fundamental operators associated with the symmetrized tridisc

A Nagy-Foias program for a c.n.u. $\Gamma_n$-contraction

Admissible fundamental operators associated with two domains related to \(\mu\)-synthesis

Structure theorems for operators associated with two domains related to $\mu$-synthesis

On $q$-commuting co-extensions and $q$-commutant lifting

A generalization of Ando's dilation, and isometric dilations for a class of tuples of \(q\)-commuting contractions

A Nagy-Foias program for a c.n.u. \(\Gamma_n\)-contraction

Structure theorems for operators associated with two domains related to \(\mu\)-synthesis

On \(q\)-commuting co-extensions and \(q\)-commutant lifting

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