Showing 61 - 80 of 481

61

Stability of polynomial convexity of totally real sets
Franc Forstneric
Proceedings of the American Mathematical Society. 96:489-494

totally real compacta Stein spaces polynomial convexity 0101 mathematics 01 natural sciences Polynomial convexity, ra...
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62

Endliche Erzeugbarkeit im Ring aller holomorphen Funktionen
LANGMANN, Klaus
Manuscripta Mathematica. 19:375-383

510.mathematics Analytic sheaves and coh... 4. Education Analytic subsets and sub... 0103 physical sciences Stein spaces
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63

Finitely generated ideals in $A(\omega )$: Finitely generated ideals in \(A(\Omega)\)
John Erik Fornæss ; M. Ovrelid
Annales de l’institut Fourier. 33:77-85

weakly pseudoconvex boun... Real-analytic manifolds,... stratification delta problem 0101 mathematics \(\overline\partial\) an...
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64

Mean growth and Fourier coefficients of some classes of holomorphic functions on bounded symmetric domains
Manfred Stoll
Annales Polonici Mathematici. 45:161-183

symmetric domain continuous linear functi... Fréchet space Fourier coefficients General harmonic expansi... 0101 mathematics
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65

Compatti olomorficamente convessi di uno spazio analitico
Giuliana Nardelli ; Alessandro Tancredi
ANNALI DELL UNIVERSITA DI FERRARA. 25:99-108

theorem B theorem A 0101 mathematics Holomorphic convexity Holomorphically convex c... 01 natural sciences
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66

A functionalanalytic characterization of pure-dimensional and regular Stein algebras
Bruno Kramm
Advances in Mathematics. 42:196-216

Mathematics(all) Banach algebras of conti... Stein spaces pure-dimensional and reg... General theory of topolo... 0101 mathematics
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67

A PEAK SET FOR THE DISC ALGEBRA OF METRIC DIMENSION 2.5 IN THE THREE-DIMENSIONAL UNIT SPHERE: A peak set for the disc algebra of metric dimension 2,5 in the three- dimensional unit sphere
Alexander Tumanov
Mathematics of the USSR-Izvestiya. 11:353-359

Length, area, volume, ot... Banach algebras of conti... Banach algebras of diffe... 0101 mathematics 01 natural sciences Algebras of holomorphic...
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68

Continuation of bounded holomorphic functions from certain subvarieties to weakly pseudoconvex domains
Adachi, Kenzō
Pacific J. Math. 130, no. 1 (1987), 1-8

32F15 Analytic subsets and sub... extension of holomorphic... Pseudoconvex domains Continuation of analytic... 0101 mathematics
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69

Interpolation by holomorphic functions smooth to the boundary in the unit ball of ? n: Interpolation by holomorphic functions smooth to the boundary in the unit ball of \({\mathbb{C}}^ n\)
Bruna, Joaquim ; Ortega, Joaquin Ma.
Mathematische Annalen. 274:527-575

510.mathematics K-set interpolation set Boundary behavior of hol... Continuation of analytic... division property
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70

STEINNESS OF A DOMAIN WITH A VANISHING COHOMOLOGY SET IN A PRODUCT MANIFOLD OF THE ONE DIMENSIONAL COMPLEX PROJECTIVE SPACE AND A ONE DIMENSIONAL COMPLEX TORUS: Steinness of a domain with a vanishing cohomology set in a product manifold of the one dimensional complex projective space and a one dimensional complex torus
Yukitaka Abe
Memoirs of the Faculty of Science, Kyushu University. Series A, Mathematics. 38:17-22

Stein manifold product manifold of comp... Stein spaces Pseudoconvex domains 0101 mathematics General properties and s...
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71

Multiplicative linear functionals of Stein algebras
Ephraim, Robert
Pacific J. Math. 78, no. 1 (1978), 89-93

linear functionals on Fr... Stein analytic space 32E25 Banach algebras of diffe... 0103 physical sciences 46J15
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72

Une extension d'un résultat de W. Rudin
Anne-Marie Chollet ; Aydın Aytuna
Bulletin de la Société mathématique de France. 79:383-388

Banach algebras of diffe... Pseudoconvex domains 0101 mathematics 01 natural sciences Algebras of holomorphic...
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73

Sous-espaces privilégiés d'un polycylindre
Geneviève Pourcin
Annales de l’institut Fourier. 25:151-193

Banach analytic manifold... 0103 physical sciences 0101 mathematics Rings and algebras of co... 01 natural sciences Algebras of holomorphic...
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74

Zero-Sets of Continuous Holomorphic Functions on the Boundary of a Strongly Pseudoconvex Domain: Zero-sets of continuous holomorphic functions on the boundary of a strongly pseudoconvex domain
Barnet M. Weinstock
Journal of the London Mathematical Society. :484-488

Banach algebras of diffe... Global boundary behavior... interpolation set Pseudoconvex domains strongly pseudoconvex do... peak point
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75

Multiplicative linear functionals on some algebras of holomorphic functions with restricted growth
Marek Jarnicki
Annales Polonici Mathematici. 44:353-361

functional function Riemann domain weight function psh function linear multiplicative
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76

Ensembles pics pour $A^\infty (D)$: Ensembles pics pour \(A^\infty(D)\)
Anne-Marie Chollet ; Jacques Chaumat
Annales de l’institut Fourier. 29:171-200

algebras of holomorphic... pic Picard-type theorems and... Pseudoconvex domains Boundary behavior of hol... Topological linear space...
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77

ON GEOMETRIC PROPERTIES OF THE BOUNDARY OF A DOMAIN OF HOLOMORPHY: On geometric properties of the boundary of a domain of holomorphy
S N Byčkov
Mathematics of the USSR-Izvestiya. 16:41-54

convex domain Global boundary behavior... domain of holomorphy metric dimension 01 natural sciences algebras of holomorphic...
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78

Functions with isomorphic Jacobian ideals
A. N. Shoshitaishvili
Functional Analysis and Its Applications. 10:128-133

0103 physical sciences Analytic algebras and ge... 0101 mathematics 01 natural sciences Algebras of holomorphic...
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79

The Mergelyan property for weakly pseudoconvex domains
Fornaess, J.E. ; Nagel, A.
Manuscripta Mathematica. 22:199-208

510.mathematics C3-Space Boundary Weakly Pseudoconvex Doma... Pseudoconvex domains Mergelyan Property 0101 mathematics
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80

Peak sets in pseudoconvex domains with the (NP) property: Peak sets in pseudoconvex domains with the (NP)-property
Iordan, A.
Mathematische Annalen. 272:231-235

weakly pseudoconvex boun... 510.mathematics (NP)-property real- analytic boundary ring of holomorphic func... Pseudoconvex domains
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