Add to ORKGABSTRACT. We study sets on which measurable real-valued functions on a measur-able space with negligibles are determined by their range. 1. Introduction. In [BD, Theorem 8.5
AbstractWe show, among other results, that if λ denotes the Lebesgue measure on the Borel sets in [0...
Abstract. We consider smoothed versions of geometric range spaces, so an element of the ground set (...
Diamond, Pomerance and Rubel (1981) proved that there are subsets M of the complex plane such that f...
We study sets on which measurable real-valued functions on a measurable space with negligibles are d...
We introduce the new concept of pointwise measurability. It is shown in this paper that a measurable...
One of the main problems of interval computations is computing the range of a given function on a gi...
In this paper we give a formula for the distance from an element f of the Banach space L_p(\mu,X), ...
Abstract. The concept of measurability of real-valued functions with re-spect to various classes of ...
One of the main problems of interval computations is to find an enclosure Y that contains the range ...
htmlabstractIn this paper we derive new upper bounds for the densities of measurable sets in R^n whi...
Abstract. Let X be a Banach space and A⊂X an absolutely convex, closed, and bounded set. We give som...
In the paper to the definition of measurability of set-valued functions such a a-algebra is pres...
AbstractCharacterizations are given of those Fréchet spaces E such that every compact subset of E li...
The major theme of this paper is the interaction between structural properties of Banach and Frechet...
We compare opportunity sets in the evaluative space of individual functionings. A microeconomic moti...
AbstractWe show, among other results, that if λ denotes the Lebesgue measure on the Borel sets in [0...
Abstract. We consider smoothed versions of geometric range spaces, so an element of the ground set (...
Diamond, Pomerance and Rubel (1981) proved that there are subsets M of the complex plane such that f...
We study sets on which measurable real-valued functions on a measurable space with negligibles are d...
We introduce the new concept of pointwise measurability. It is shown in this paper that a measurable...
One of the main problems of interval computations is computing the range of a given function on a gi...
In this paper we give a formula for the distance from an element f of the Banach space L_p(\mu,X), ...
Abstract. The concept of measurability of real-valued functions with re-spect to various classes of ...
One of the main problems of interval computations is to find an enclosure Y that contains the range ...
htmlabstractIn this paper we derive new upper bounds for the densities of measurable sets in R^n whi...
Abstract. Let X be a Banach space and A⊂X an absolutely convex, closed, and bounded set. We give som...
In the paper to the definition of measurability of set-valued functions such a a-algebra is pres...
AbstractCharacterizations are given of those Fréchet spaces E such that every compact subset of E li...
The major theme of this paper is the interaction between structural properties of Banach and Frechet...
We compare opportunity sets in the evaluative space of individual functionings. A microeconomic moti...
AbstractWe show, among other results, that if λ denotes the Lebesgue measure on the Borel sets in [0...
Abstract. We consider smoothed versions of geometric range spaces, so an element of the ground set (...
Diamond, Pomerance and Rubel (1981) proved that there are subsets M of the complex plane such that f...