Universal minimal flows of automorphism groups
Universally image partition regularity.
Upper top spaces.
Vanishing properties of analytically continued matrix coefficients.
Variational calculus on Lie algebroids
It is shown that the Lagrange's equations for a Lagrangian system on a Lie algebroid are obtained as the equations for the critical points of the action functional defined on a Banach manifold of curves. The theory of Lagrangian reduction and the relation with the method of Lagrange multipliers are also studied.
Varieties of topological groups a survey
Varieties of Topological Groups Generated by Groups with Invariant Compact Neighbourhoods of the Identity
Varieties of topological groups, Lie groups and SIN-groups
In this paper we answer three open problems on varieties of topological groups by invoking Lie group theory. We also reprove in the present context that locally compact groups with arbitrarily small invariant identity neighborhoods can be approximated by Lie groups
Verbände vertauschbarer Untergruppen.
Weak continuity properties of topologized groups
We explore (weak) continuity properties of group operations. For this purpose, the Novak number and developability number are applied. It is shown that if is a regular right (left) semitopological group with such that all left (right) translations are feebly continuous, then is a topological group. This extends several results in literature.
Weakly almost periodic functions and irregularity of multiplication in semigroup algebras.
Weakly almost periodic representations of semigroups by Markov operators.
Weakly almost periodic vector-valued functions [Book]
Weakly commutative Lie semigroups.
Weakly uniform completely O-simple semigroups of matrix type.
Weakly uniform monothetic semigroups.
Well Bounded Semigroups in Locally Compact Groups.
Well-bounded semigroups in connected groups.
Wildness in the product groups
Non-abelian Polish groups arising as countable products of countable groups can be tame in arbitrarily complicated ways. This contrasts with some results of Solecki who revealed a very different picture in the abelian case.
Zum invarianten Inhalt und Maß in topologischen Räumen