Zero-one measure characterizations of lattice properties such as normality are extended to more general measures. For a given measure, we consider two associated outer measures and attempt to obtain the outer-measurable sets. We also seek necessary and sufficient conditions for the measure and outer measures to be equal on the lattice or its complement
1989) ABSTRACT. Various equivalent characterizations of normality are considered and a measure theor...
In this paper we will investigate the properties of normality lattices and their relationships to ze...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that φ, X∈. () is t...
ABSTRACT. Let X be a set and E a lattice of subsets ofX such that 0, X E. 4(E) is the algebra genera...
Let X be an arbitrary non-empty set, and ℒ a lattice of subsets of X such that ∅, X∈ℒ. (ℒ) denotes t...
Abstract. Let ν be a finite countably subadditive outer measure defined on all subsets of a set X, t...
Let ν be a finite countably subadditive outer measure defined on all subsets of a set X, take a coll...
Outer and inner measures of a measure μ are defined and used to prove results involving them on a la...
This present paper is concerned with set functions related to {0,1} two valued measures. These set f...
In this paper, we investigate M(ℒ) in case ℒ is a normal lattice of subsets of X and we extend the r...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that ∅, X ∈ . Let (...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that ∅, X ∈ . Let (...
Outer measures are used to obtain measures that are maximal with respect to a normal lattice. Altern...
AbstractA lattice space is defined to be an ordered pair whose first component is an arbitrary set X...
1989) ABSTRACT. Various equivalent characterizations of normality are considered and a measure theor...
1989) ABSTRACT. Various equivalent characterizations of normality are considered and a measure theor...
In this paper we will investigate the properties of normality lattices and their relationships to ze...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that φ, X∈. () is t...
ABSTRACT. Let X be a set and E a lattice of subsets ofX such that 0, X E. 4(E) is the algebra genera...
Let X be an arbitrary non-empty set, and ℒ a lattice of subsets of X such that ∅, X∈ℒ. (ℒ) denotes t...
Abstract. Let ν be a finite countably subadditive outer measure defined on all subsets of a set X, t...
Let ν be a finite countably subadditive outer measure defined on all subsets of a set X, take a coll...
Outer and inner measures of a measure μ are defined and used to prove results involving them on a la...
This present paper is concerned with set functions related to {0,1} two valued measures. These set f...
In this paper, we investigate M(ℒ) in case ℒ is a normal lattice of subsets of X and we extend the r...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that ∅, X ∈ . Let (...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that ∅, X ∈ . Let (...
Outer measures are used to obtain measures that are maximal with respect to a normal lattice. Altern...
AbstractA lattice space is defined to be an ordered pair whose first component is an arbitrary set X...
1989) ABSTRACT. Various equivalent characterizations of normality are considered and a measure theor...
1989) ABSTRACT. Various equivalent characterizations of normality are considered and a measure theor...
In this paper we will investigate the properties of normality lattices and their relationships to ze...
Abstract. Let X be an arbitrary nonempty set and a lattice of subsets of X such that φ, X∈. () is t...
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