Measurable cardinals and category bases
We show that the existence of a non-trivial category base on a set of regular cardinality with each subset being Baire is equiconsistent to the existence of a measurable cardinal.
Measurable envelopes, Hausdorff measures and Sierpiński sets
We show that the existence of measurable envelopes of all subsets of ℝⁿ with respect to the d-dimensional Hausdorff measure (0 < d < n) is independent of ZFC. We also investigate the consistency of the existence of -measurable Sierpiński sets.
Measurable Functions and Almost Continuous Functions.
Measurable multifunctions and their applications to convex integral functionals.
Measurable relations
Measurable Selection Theorems for Optimization Problems.
Measurable solutions of functional equations satisfied almost everywhere.
Measurable spaces with c.c.c. [Book]
Measurable uniform spaces
Measure and category
Measure and category versions of Erdős-Rado theorem.
Measure and measurable functions of
Measure and topology: Mařík spaces
This is an expository paper on Jan Marik's result concerning an extension of a Baire measure to a Borel measure.
Measure characterization and properties of normal and regular lattices.
Measure determining classes of balls in Banach spaces.
Measure extension for a piecewise invariant map
Measure Extensions by Conditional Atoms.
Measure preserving analytic diffeomorphisms of countable dense sets in and
Measure Spaces Connected by Correspondences.
Measure Theoretic Versions of Linear Programming.