Showing 1 - 20 of 267

1

ON A CLASS OF POLYA PROPERTY PRESERVING OPERATORS: On a class of Pólya property preserving operators
Chiu-Cheng Chang
Tamkang Journal of Mathematics. 27:301-313

Spaces of differentiable... polynomial series kernel Pólya property duality 0101 mathematics
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2

Composition operators on the polydisc
Łukasz Kosiński
Journal of Functional Analysis. 284:109801

Mathematics - Functional... Holomorphic functions of... Mathematics - Complex Va... composition operators polydisc Bergman spaces
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3

On boundary behavior of holomorphic components of bianalytic functions
V. I. Danchenko ; E. P. Dolzhenko
Journal of Mathematical Sciences. 126:1586-1592

bianalytic function angular boundary limits Cluster sets, prime ends... 0101 mathematics 01 natural sciences Entire and meromorphic f...
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4

Sums of exponential functions having only real zeros
David A. Cardon
manuscripta mathematica. 113:307-317

0103 physical sciences zeros sums exponential functions 0101 mathematics 01 natural sciences
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5

Constructing Multiply Connected Quadrature Domains: Constructing multiply connected quadrature domains
Jonathan Marshall ; Darren Crowdy
SIAM Journal on Applied Mathematics. 64:1334-1359

quadrature domain conformal mapping analytic Miscellaneous topics of... Conformal mappings of sp... holomorphic
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6

Periodic Quasiregular Mappings of Finite Order: Periodic quasiregular mappings of finite order
Drasin, David ; Sastry, Swati
Rev. Mat. Iberoamericana 19, no. 3 (2003), 755-766

power mapping periodic quasiregular ma... Capacity and harmonic me... Zorich function 30C85 Zoric function
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7

Entire functions having a concordant value sequence
Pila, J
Israel Journal of Mathematics. 134:317-343

0101 mathematics Diophantine approximatio... 01 natural sciences Entire and meromorphic f...
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8

J-inner matrix functions, interpolation and inverse problems for canonical systems, IV: Direct and inverse bitangential input scattering problems: \(J\)-inner matrix functions, interpolation and inverse problems for canonical systems. IV: Direct and inverse bitangential input scattering problems
Harry Dym ; D. Z. Arov
Integral Equations and Operator Theory. 43:1-67

integral equation Linear operators in repr... scattering problem holomorphic matrix-value... Inverse problems involvi... 0101 mathematics
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9

Asymptotic zero distribution of sections and tails of Mittag–Leffler functions: Asymptotic zero distribution of sections and tails of Mittag-Leffler functions
Zheltukhina, N.
Comptes Rendus Mathématique
Comptes Rendus Mathematique

Tails Mittag-Leffler function JFM 50.0257.01 Zero Distribution 0101 mathematics Sections
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10

Local description of closed submodules of a special module of entire functions of exponential type: Local description of closed submodules of a special module of entire functions of exponential type.
I F Krasichkov-Ternovskii ; A B Shishkin
Sbornik: Mathematics. 192:1621-1638

entire function of expon... \(\pi\)-symmetric sets Polynomials and rational... Spaces of bounded analyt... closed submodules \(\pi\)-symmetric functi...
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11

On entire solutions of a certain type of nonlinear differential equation
Yang, CC
Bulletin of the Australian Mathematical Society. 64:377-380

0101 mathematics 01 natural sciences Entire and meromorphic f... Value distribution of me...
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12

On the Proximate Order of Growth of Generating Functions of Pólya Frequency Sequences: On the proximate order of growth of generating functions of Pólya frequency sequences
Maria Teresa Alzugaray
Computational Methods and Function Theory. 1:433-455

multiply positive sequen... Pólya frequency sequence... Mathematics - Complex Va... 0211 other engineering a... 02 engineering and techn... 01 natural sciences
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13

A Note on the Characteristics of Möbius Transformations, II: A note on the characteristics of Möbius transformations. II
Piyapong Niamsup
Journal of Mathematical Analysis and Applications. 261:151-158

General theory of confor... Schwarzian derivative Möbius transformations Möbius transformation Applied Mathematics Newton derivative
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14

J-inner matrix functions, interpolation and inverse problems for canonical systems, III: More on the inverse monodromy problem: \(J\)-inner matrix functions, interpolation and inverse problems for canonical systems. III: More on the inverse monodromy problem
Arov, Damir Z. ; Dym, Harry
Integral Equations and Operator Theory. 36:127-181

Inverse problems involvi... Particular ordinary diff... 0101 mathematics Moment problems and inte... Linear operator methods... 01 natural sciences
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15

On families of Cauchy transforms and BMOA
El-Bachir Yallaoui ; Yusuf Abu Muhanna
Journal of the Australian Mathematical Society. Series A. Pure Mathematics and Statistics. 68:357-364

Normal functions of one... 0101 mathematics Integration, integrals o... 01 natural sciences Entire and meromorphic f...
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16

On effective linearly ordered sets of comparison functions
Shkarin, Stanislav
Mathematical Notes. 67:534-540

continuum hypothesis first category set entire function dense comparison class comparison functions ZFC
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17

On the composition of a prime transcendental function and a prime polynomial
Ng, Tuen-Wai ; Yang, Chung-Chun
Pacific Journal of Mathematics. 193:131-141

Nonlinear polynomials Transcendental entire fu... Dynamical systems over c... Linear polynomials Functional equations for... Functional equations in...
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18

J-Inner matrix functions, interpolation and inverse problems for canonical systems, II: The inverse monodromy problem: \(J\)-inner matrix functions, interpolation and inverse problems for canonical systems. II: The inverse monodromy problem
D. Z. Arov ; Harry Dym
Integral Equations and Operator Theory. 36:11-70

Inverse problems involvi... Particular ordinary diff... 0101 mathematics Moment problems and inte... Linear operator methods... 01 natural sciences
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19

On a maximum principle in Bergman space
Aimo Hinkkanen
Journal d'Analyse Mathématique. 79:335-344

Korenblum's conjecture Maximum principle, Schwa... subordination Bergman space 0101 mathematics 01 natural sciences
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20

Growth of the area function for multipliers of analytic fractional cauchy transforms: Growth of the area function for multipliers of analytic fractional Cauchy transforms
D.J. Hallenbeck
Applicable Analysis. 73:89-94

0101 mathematics Integration, integrals o... 01 natural sciences Entire and meromorphic f...
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