Treffer 81 - 100 von 481

81

The algebra of multiplication operators on Bergman spaces
Hari Bercovici
Archiv der Mathematik. 48:165-174

\(H^p\)-spaces, Nevanlin... Banach algebras of diffe... Algebras of operators on... Banach algebra of bounde... Spaces of bounded analyt... Bergman space
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82

Finitely generated projective extensions of uniform algebras
Verdera, Joan
Pacific J. Math. 100, no. 1 (1982), 203-215

Normed modules and Banac... Ideals, maximal ideals,... 01 natural sciences maximal ideal space peak interpolation set Banach algebras of conti...
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83

Invariant algebras of continuous functions on balls and Euclidean spaces
V. M. Gichev
Siberian Mathematical Journal. 25:534-537

Banach algebras of conti... space of invariant harmo... space of pluriharmonic f... closed M-invariant subal... 0102 computer and inform... Subalgebras of commutati...
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84

Maximum modulus sets
Edgar Lee Stout ; Tom Duchamp
Annales de l’institut Fourier. 31:37-69

peak interpolation set dimension maximum modulus set Pseudoconvex domains Boundary behavior of hol... strongly pseudoconvex do...
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85

THE LEVI FORM FORC1-SMOOTH HYPERSURFACES, AND THE COMPLEX STRUCTURE ON THE BOUNDARY OF DOMAINS OF HOLOMORPHY: The Levi form for \(C^1\)-smooth hypersurfaces, and the complex structure on the boundary of domains of holomorphy
N V Ščerbina
Mathematics of the USSR-Izvestiya. 19:171-188

Silov boundary Banach algebras of diffe... point of strong holomorp... Levi form Domains of holomorphy domain of holomorphy
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86

Projections on Bergman Spaces Over Plane Domains: Projections on Bergman spaces over plane domains
Jacob Burbea
Canadian Journal of Mathematics. 31:1269-1280

Integral representations canonical kernels (Szegő... Bergman Projection Bergman Kernel Bergman Space 0101 mathematics
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87

Finite covers and modules of functions
Samsky, Stanley R.
Mathematische Annalen. 236:117-123

510.mathematics 0101 mathematics 01 natural sciences Article Algebras of holomorphic...
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88

A small boundary for 𝐻^{∞} on a strictly pseudoconvex domain: A small boundary for \(H^{\infty}\) on a strictly pseudoconvex domain
Antonella Cupillari
Proceedings of the American Mathematical Society. 95:396-402

\(H^p\)-spaces, Nevanlin... function algebra 4. Education Pseudoconvex domains strictly pseudoconvex do... 0101 mathematics
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89

Positive-definiteness and its applications to interpolation problems for holomorphic functions
Frank Beatrous ; Jacob Burbea
Transactions of the American Mathematical Society. 284:247-270

\(H^p\)-spaces, Nevanlin... Banach algebras of diffe... unicity extension of holomorphic... Hilbert spaces of holomo... interpolating bounded ho...
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90

A generalization of Hartog's theorem relating to the subalgebras of continuous functions on the n-dimensional torus: A generalization of Hartog's theorem relating to the subalgebras of continuous functions on the \(n\)-dimensional torus
Richard Taylor
Journal of Functional Analysis. 43:52-59

Banach algebras of conti... Banach algebras of diffe... distinguished subalgebra polydisc algebra rational extensions 0101 mathematics
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91

A NECESSARY CONDITION FOR THE EXISTENCE OF PEAK FUNCTIONS: A necessary condition for the existence of peak functions
Yukitaka Abe
Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics. 37:1-8

existence of peak functi... 0103 physical sciences Boundary behavior of hol... Continuation of analytic... 0101 mathematics 01 natural sciences
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92

Faktorielle Ringe in der Funktionentheorie
Klaus Langmann
Archiv der Mathematik. 30:400-403

0103 physical sciences 0101 mathematics 01 natural sciences Algebras of holomorphic...
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93

Boundary continuity of some holomorphic functions
Glicksberg, I.
Pacific J. Math. 80, no. 2 (1979), 425-434

Banach algebras of conti... Banach algebras of diffe... Global boundary behavior... Continuation of analytic... 32E35 Shilov boundary
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94

Multipliers of Hankel matrices
S. J. Poreda ; J. W. Ward ; A. K. Kably
Annales Fennici Mathematici; Vol. 5 No. 2 (1980): Volume 05, 1980; 347-354
Annales Fennici Mathematici; Vol 5 Nro 2 (1980): Volume 05, 1980; 347-354

Hardy space H infinity Hankel matrices Banach algebras of diffe... Toeplitz operators, Hank... multipliers Meromorphic functions of...
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95

Holomorph-prävollständige Resträume zu analytischen Mengen in Steinschen Räumen
Bingener, Jürgen
Journal für die reine und angewandte Mathematik (Crelles Journal). 1976:149-171

510.mathematics Local cohomology and alg... Stein spaces Holomorphically convex c... Grothendieck groups, \(K... Envelopes of holomorphy
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96

Approximation by holomorphic functions on pseudoconvex domains with isolated degeneracies
Range, R. Michael
manuscripta mathematica. 20:309-313

510.mathematics 4. Education Pseudoconvex domains Holomorphic, polynomial... Runge pairs \(\overline\partial\)-Ne...
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97

Pseudoconvex domains: An example with nontrivial nebenh�lle: Pseudoconvex domains: An example with nontrivial nebenhuelle
Diederich, Klas ; Fornaess, John Erik
Mathematische Annalen. 225:275-292

510.mathematics Domains of holomorphy Pseudoconvex domains Holomorphic, polynomial... Runge pairs 0101 mathematics
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98

Continuous Boundary Values of Holomorphic Functions on Kähler Domains: Continuous boundary values of holomorphic functions on Kähler domains
Barnet M. Weinstock
Canadian Journal of Mathematics. 28:513-522

Complex manifolds Analytic continuation 0101 mathematics 16. Peace & justice 10. No inequality 01 natural sciences
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99

Homolohy Group and Generalized Riemann -Roch Theorem: Homology group and generalized Riemann-Roch theorem
ULUÇAY, Cengiz
Volume: 32, Issue
Communications Faculty of Sciences University of Ankara Series A1 Mathematics and Statistics

Matematik Coverings in algebraic g... Homolohy Generalized Theorem covering
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100

Each non-zero convolution operator on the entire functions admits a continuous linear right inverse
Meise, Reinhold ; Taylor, B. Alan ; Department of Mathematics, University of Michigan, 48109, Michigan, Ann Arbor, USA ; et al.
Mathematische Zeitschrift. 197:139-152

convolution operator on... 510.mathematics Locally convex Fréchet s... Science Linear operators on func... Topological linear space...
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