summary:A Boolean algebra carries a strictly positive exhaustive submeasure if and only if it has a sequential topology that is uniformly Fréchet
A priori limit operator>. maps sequence of a set X into a subset of X. There exists maximal topology...
We investigate strictly positive finitely additive measures on Boolean algebras and strictly positiv...
AbstractWe introduce the notion of Boolean measure algebra. It can be described shortly using some s...
summary:A Boolean algebra carries a strictly positive exhaustive submeasure if and only if it has a ...
We investigate submeasures on Boolean algebras in the context of Maharam's problem and its solution...
AbstractWe study topological and categorical aspects of the extension of σ-additive measures from a ...
summary:We study sequential convergences defined on a Boolean algebra by systems of maximal filters....
summary:We study sequential convergences defined on a Boolean algebra by systems of maximal filters....
AbstractWe study topological and categorical aspects of the extension of σ-additive measures from a ...
AbstractA sequence x=〈xn:n∈ω〉 of elements of a complete Boolean algebra (briefly c.B.a.) B converges...
AbstractUsing submeasures and Boolean spaces, new proofs are given for Hewitt-Yosida type decomposit...
A submeasure θ on a Boolean algebra B is pathological if it does not dominate a positive finitely ad...
summary:We prove that a Boolean algebra is countable iff its subalgebra lattice admits a continuous ...
Abstract. It is a well known problem of Von Neumann whether the countable chain condition and weak d...
summary:We prove that a Boolean algebra is countable iff its subalgebra lattice admits a continuous ...
A priori limit operator>. maps sequence of a set X into a subset of X. There exists maximal topology...
We investigate strictly positive finitely additive measures on Boolean algebras and strictly positiv...
AbstractWe introduce the notion of Boolean measure algebra. It can be described shortly using some s...
summary:A Boolean algebra carries a strictly positive exhaustive submeasure if and only if it has a ...
We investigate submeasures on Boolean algebras in the context of Maharam's problem and its solution...
AbstractWe study topological and categorical aspects of the extension of σ-additive measures from a ...
summary:We study sequential convergences defined on a Boolean algebra by systems of maximal filters....
summary:We study sequential convergences defined on a Boolean algebra by systems of maximal filters....
AbstractWe study topological and categorical aspects of the extension of σ-additive measures from a ...
AbstractA sequence x=〈xn:n∈ω〉 of elements of a complete Boolean algebra (briefly c.B.a.) B converges...
AbstractUsing submeasures and Boolean spaces, new proofs are given for Hewitt-Yosida type decomposit...
A submeasure θ on a Boolean algebra B is pathological if it does not dominate a positive finitely ad...
summary:We prove that a Boolean algebra is countable iff its subalgebra lattice admits a continuous ...
Abstract. It is a well known problem of Von Neumann whether the countable chain condition and weak d...
summary:We prove that a Boolean algebra is countable iff its subalgebra lattice admits a continuous ...
A priori limit operator>. maps sequence of a set X into a subset of X. There exists maximal topology...
We investigate strictly positive finitely additive measures on Boolean algebras and strictly positiv...
AbstractWe introduce the notion of Boolean measure algebra. It can be described shortly using some s...
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