Volume 67, No. 2, June 2022

STUDIA UBB MATHEMATICA, Volume 67 (LXVII), No. 2, June 2022

Volume 67, No. 2, June 2022, ISSUE DOI: 10.24193/subbmath.2022.2.
Also, the volume can be found in the Archive of the Studia UBB Mathematica official website: https://www.cs.ubbcluj.ro/~studia-m/index.php/journal.

DOI: https://doi.org/10.24193/subbmath.2022.2

Published: 2022-06-10

Full Issue

Articles

Professor GABRIELA KOHR – A life for research. In memoriam

Mirela KOHR, Grigore Ștefan SĂLĂGEAN

205-218
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g-Loewner chains, Bloch functions and extension operators into the family of locally biholomorphic mappings in infinite dimensional spaces

Ian GRAHAM, Hidetaka HAMADA, †Gabriela KOHR, Mirela KOHR

219–236
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Runge pairs of Φ-like domains

Hidetaka HAMADA, Mihai IANCU, †Gabriela KOHR

237–250
- PDF
Shearing maps and a Runge map of the unit ball which does not embed into a Loewner chain with range Cⁿ

Filippo BRACCI, Pavel GUMENYUK

251–258
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Advanced versions of the inverse function theorem

David SHOIKHET

259–284
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The Nehari–Schwarz lemma and infinitesimal boundary rigidity of bounded holomorphic functions

Oliver ROTH

285–294
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Linear invariance and extension operators of Pfaltzgraff–Suffridge type

Jerry R. MUIR, Jr.

295–308
- PDF
Polynomial convexity properties of closure of domains biholomorphic to balls

Cezar JOIȚA

309–316
- PDF
Operators of the α-Bloch space on the open unit ball of a JB*-triple

Tatsuhiro HONDA

317–328
- PDF
The Fekete–Szegö problem for spirallike mappings and non-linear resolvents in Banach spaces

Mark ELIN, Fiana JACOBZON

329–344
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A note on Bloch functions

Cho-Ho CHU

345-350
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Janowski subclasses of starlike mappings

Paula CURT

351–360
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On some cluster sets problems

Mihai CRISTEA

361–368
- PDF
Polynomial estimates for solutions of parametric elliptic equations on complete manifolds

Mirela KOHR, Simon LABRUNIE, Hassan MOHSEN, Victor NISTOR

369–382
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Microscopic behavior of the solutions of a transmission problem for the Helmholtz equation. A functional analytic approach

Tuğba AKYEL, Massimo LANZA DE CRISTOFORIS

383–402
- PDF
Distortion theorems for homeomorphic Sobolev mappings of integrable p-dilatations

Elena AFANAS’EVA, Anatoly GOLBERG, Ruslan SALIMOV

403–420
- PDF
A criterion of univalence in Cⁿ in terms of the Schwarzian derivative

Rodrigo HERNÁNDEZ

421–430
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On convolution, convex, and starlike mappings

Martin CHUAQUI, Brad OSGOOD

431–440
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The level sets of functions with bounded critical sets and bounded Hess+ complements

Cornel PINTEA

441–454
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Geometric properties of normalized imaginary error function

Nafya HAMEED MOHAMMED, Nak Eun CHO, Ebrahim ANALOUEI ADEGANI, Teodor BULBOACĂ

455–462
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Volume 67, No. 2, June 2022

Full Issue

Articles

Professor GABRIELA KOHR – A life for research. In memoriam

g-Loewner chains, Bloch functions and extension operators into the family of locally biholomorphic mappings in infinite dimensional spaces

Runge pairs of Φ-like domains

Shearing maps and a Runge map of the unit ball which does not embed into a Loewner chain with range Cⁿ

Advanced versions of the inverse function theorem

The Nehari–Schwarz lemma and infinitesimal boundary rigidity of bounded holomorphic functions

Linear invariance and extension operators of Pfaltzgraff–Suffridge type

Polynomial convexity properties of closure of domains biholomorphic to balls

Operators of the α-Bloch space on the open unit ball of a JB*-triple

The Fekete–Szegö problem for spirallike mappings and non-linear resolvents in Banach spaces

A note on Bloch functions

Janowski subclasses of starlike mappings

On some cluster sets problems

Polynomial estimates for solutions of parametric elliptic equations on complete manifolds

Microscopic behavior of the solutions of a transmission problem for the Helmholtz equation. A functional analytic approach

Distortion theorems for homeomorphic Sobolev mappings of integrable p-dilatations

A criterion of univalence in Cⁿ in terms of the Schwarzian derivative

On convolution, convex, and starlike mappings

The level sets of functions with bounded critical sets and bounded Hess+ complements

Geometric properties of normalized imaginary error function

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