Add to ORKGAbstract. We study a relationship between sets of uniqueness, weakly sufficient sets and sampling sets in the space A−∞(B) of holomorphic functions with polynomial growth on the unit ball of Cn (n ≥ 1). 1
Let H(B d ) denote the space of holomorphic functions on the unit ball B d of ℂ d . Given a radial d...
Not many convex mappings on the unit ball in Cn for n \u3e 1 are known. We introduce two families of...
28 pages, 2 figuresInternational audienceWe propose a definition of sampling set for the Nevanlinna ...
In the space A−∞(D) of functions of polynomial growth, weakly sufficient sets are those such that th...
AbstractWe give new characterizations of the subsets S of the unit disc D of the complex plane such ...
In the space A¡1(D) of functions of polynomial growth, weakly sufficient sets are those such that th...
AbstractWe give new characterizations of the subsets S of the unit disc D of the complex plane such ...
AbstractLet E be a compact and L-regular subset of CN. Siciak has shown that a function ƒ on E has a...
AbstractLet E be a compact and L-regular subset of CN. Siciak has shown that a function ƒ on E has a...
AbstractLet B denote the open unit ball in the space of n complex variables, where n > 1. A special ...
AbstractWe determine the relations of the t-analytic sets for the algebra H∞ of bounded holomorphic ...
AbstractLet E and F be complex Banach spaces, and let U be an open ball in E. We show that if E has ...
SIGLETIB: RN 7354 (75) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbib...
This dissertation gives a brief exposition of the history of Value Distribution Theory, often times ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
Let H(B d ) denote the space of holomorphic functions on the unit ball B d of ℂ d . Given a radial d...
Not many convex mappings on the unit ball in Cn for n \u3e 1 are known. We introduce two families of...
28 pages, 2 figuresInternational audienceWe propose a definition of sampling set for the Nevanlinna ...
In the space A−∞(D) of functions of polynomial growth, weakly sufficient sets are those such that th...
AbstractWe give new characterizations of the subsets S of the unit disc D of the complex plane such ...
In the space A¡1(D) of functions of polynomial growth, weakly sufficient sets are those such that th...
AbstractWe give new characterizations of the subsets S of the unit disc D of the complex plane such ...
AbstractLet E be a compact and L-regular subset of CN. Siciak has shown that a function ƒ on E has a...
AbstractLet E be a compact and L-regular subset of CN. Siciak has shown that a function ƒ on E has a...
AbstractLet B denote the open unit ball in the space of n complex variables, where n > 1. A special ...
AbstractWe determine the relations of the t-analytic sets for the algebra H∞ of bounded holomorphic ...
AbstractLet E and F be complex Banach spaces, and let U be an open ball in E. We show that if E has ...
SIGLETIB: RN 7354 (75) / FIZ - Fachinformationszzentrum Karlsruhe / TIB - Technische Informationsbib...
This dissertation gives a brief exposition of the history of Value Distribution Theory, often times ...
AbstractIn contrast to the famous Henkin–Skoda theorem concerning the zero varieties of holomorphic ...
Let H(B d ) denote the space of holomorphic functions on the unit ball B d of ℂ d . Given a radial d...
Not many convex mappings on the unit ball in Cn for n \u3e 1 are known. We introduce two families of...
28 pages, 2 figuresInternational audienceWe propose a definition of sampling set for the Nevanlinna ...