Remarks concerning a decomposition of C. A. Rogers and S. J. Taylor.
Remarks on density topology and its category analogue
Remarks on infinite products of finitely additive measures
Remarks on measurable Boolean algebras and sequential cardinals
The paper offers a generalization of Kalton-Roberts' theorem on uniformly exhaustive Maharam's submeasures to the case of arbitrary sequentially continuous functionals. Applying the result one can reduce the problem of measurability of sequential cardinals to the question whether sequentially continuous functionals are uniformly exhaustive.
Remarks on products of σ-ideals
Remarks on self-affine tilings.
Remarks on semiseparation of lattices.
Remarks on the n-dimensional geometric measure of compacta
Remarks on the nonexistence of doubling measures.
Remarks on the permeability of submeasures on finite algebras
Remarks on the structure of tt-degrees based on constructive measure theory
Remarks on vector sums of Borel sets
Remarks on -measurable sets: regularity, -smoothness, and measurability.
Remarks on -fields without continuous measure
Remarks on σ-fields without continuous measures
Remarque sur la mesure intérieure de Lebesgue
Removability of singularities with anisotropic growth
With help of suitable anisotropic Minkowski’s contents and Hausdorff measures some results are obtained concerning removability of singularities for solutions of partial differential equations with anisotropic growth in the vicinity of the singular set.
Removability of the wave singularities in the plane.
Removability of the wave singularities in the plane. (Summary).
Removable sets for Lipschitz harmonic functions in the plane.
The main motivation for this work comes from the century-old Painlevé problem: try to characterize geometrically removable sets for bounded analytic functions in C.