1. Composition operators and classical function theory /
Author: Joel H. Shapiro
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Composition operators,Geometric function theory
Classification :
QA329
.
2
.
S48
1993
2. Composition operators and classical function theory
Author: Shapiro, Joel H.
Library: Central Library and Information Center of Ferdowsi University of Mashhad (Khorasan Razavi)
Subject: ، Composition operators,، Geometric function theory
Classification :
QA
329
.
2
.
S48
1993
3. Composition operators and classical function theory
پدیدآورنده : Shapiro, Joel H.
موضوع : ، Composition operators,، Geometric function theory
۳ نسخه از این کتاب در ۳ کتابخانه موجود است.
4. Composition operators on Hardy-Orlicz spaces
Author: Pascal Lefevre... ]et al.[
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: ، Composition operators,، Hardy spaces
Classification :
QA
3
.
A475
no
.
974
5. Composition operators on function spaces
Author:
Library: Central Library and Documents Center of Mazandaran University (Mazandaran)
Subject: Composition operators. ; Function spaces. ;
6. Composition operators on function spaces
Author: Singh, P. K.
Library: Central Library and Information Center of Birjand University (South Khorasan)
Subject: ، Composition operators,، Function spaces
Classification :
QA
329
.
2
.
S563
1993
7. Composition operators on function spaces
Author: Singh, R. K.
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: ، Composition operators,، Function spaces
Classification :
QA
329
.
2
.
S5
8. Composition operators on function spaces
Author: / R.K. Singh, J.S. Manhas
Library: Central Library and Document Center of Shahid Chamran University (Khuzestan)
Subject: Composition operators.,Function spaces.
Classification :
QA
,
329
.
2
,.
S563
,
1993
9. Composition operators on spaces of analytic functions
Author:
Library: Central Library and Documents Center of Mazandaran University (Mazandaran)
Subject: Composition operators ; Analytic spaces ;
10. Composition operators on spaces of analytic functions /
Author: Carl C. Cowen, Barbara D. MacCluer.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Analytic spaces.,Composition operators.,Analise complexa (matematica),Analytic spaces.,Analytische Funktion,Composition operators.,Funktionenraum,Kompositionsoperator,MATHEMATICS / Calculus,MATHEMATICS / Mathematical Analysis,Operadores (analise funcional),Operator
Classification :
QA329
.
2
.
C69
1995eb
11. Cyclic phenomena for composition operators /
Author: Paul S. Bourdon, Joel H. Shapiro
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Composition operators
Classification :
QA3
.
A57
no
.
596
12. Cyclic phenomena for composition operators
Author: Bourdon, Paul
Library: Library of Institute for Research in Fundamental Sciences (Tehran)
Subject: ، Composition operators
Classification :
QA
3
.
A475
no
.
596
13. Unbounded weighted composition operators in L²-Spaces /
Author: by Piotr Budzyński, Zenon Jabłoński, Il Bong Jung, Jan Stochel.
Library: Center and Library of Islamic Studies in European Languages (Qom)
Subject: Banach spaces.,Composition operators.,Functional analysis.,Measure theory.,Operator theory.,Functional Analysis.,Mathematics.,Measure and Integration.,Operator Theory.,Banach spaces.,Composition operators.,Functional analysis & transforms.,Functional analysis.,Integral calculus & equations.,Mathematics-- Functional Analysis.,Mathematics-- Mathematical Analysis.,Mathematics.,Measure theory.,Operator theory.
Classification :
QA329
.
2
.
B83
2018
14. بهترین ثابت پایداریUlam- Hyers
Author: /زینب غمسوار خیرالدین
Library: University of Tabriz Library, Documentation and Publication Center (East Azarbaijan)
Subject: Stability,Stability Constant,Weighted Composition Operators
15. ماتریسهای هاسدورف و عملگرهای ترکیبی
Author: /هاشم شاکر
Library: University of Tabriz Library, Documentation and Publication Center (East Azarbaijan)
Subject: Composition Operators,Hausdorff Matrices
