On Lindelöf lattices and separation.
On locally solid topological lattice groups
Let be a commutative Hausdorff locally solid lattice group. In this paper we prove the following: (1) If has the (iii)-property, then its completion is an order-complete locally solid lattice group. (2) If is order-complete and has the Fatou property, then the order intervals of are -complete. (3) If has the Fatou property, then is order-dense in and has the Fatou property. (4) The order-bound topology on any commutative lattice group is the finest locally solid topology on...
On mappings isomorphic to r-adic transformations
On Marczewski-Burstin representable algebras
We construct algebras of sets which are not MB-representable. The existence of such algebras was previously known under additional set-theoretic assumptions. On the other hand, we prove that every Boolean algebra is isomorphic to an MB-representable algebra of sets.
On Marginal Distributions and Isomorphisms of Stationary Processes.
On maximal measures with respect to a lattice.
On Measurability of Uncountable Unions of Measurable Sets
On measurable relation
On measurable solutions of a functional equation and its application to information theory
On measure repleteness and support for lattice regular measures.
On measure zero sets in topological vector spaces.
On measure-preserving transformations and doubly stationary symmetric stable processes
In a 1987 paper, Cambanis, Hardin and Weron defined doubly stationary stable processes as those stable processes which have a spectral representation which is itself stationary, and they gave an example of a stationary symmetric stable process which they claimed was not doubly stationary. Here we show that their process actually had a moving average representation, and hence was doubly stationary. We also characterize doubly stationary processes in terms of measure-preserving regular set isomorphisms...
On measures and integrals with values in ordered groups
On measures connected with the Cauchy equation.
On measures connected with the Cauchy equation. (Short Communication).
On measures in fibre spaces
On Measures Integrating All Functions of a Given Vector Lattice.
On metric diophantine approximation and subsequence ergodic theory.
On metric isomorphism of Morse dynamical systems
On metric properties of substitutions