Variational and topological methods for Dirichlet problems with -Laplacian.
Variational FK Spaces and Two-Norm Convergence.
Variational principle, conjugate convex functions and “the equivalence of ensembles”
Vector Lattice Measures on Locally Compact Spaces.
Vector measures and nuclearity
Vector series whose lacunary subseries converge
The area of research of this paper goes back to a 1930 result of H. Auerbach showing that a scalar series is (absolutely) convergent if all its zero-density subseries converge. A series in a topological vector space X is called ℒ-convergent if each of its lacunary subseries (i.e. those with ) converges. The space X is said to have the Lacunary Convergence Property, or LCP, if every ℒ-convergent series in X is convergent; in fact, it is then subseries convergent. The Zero-Density Convergence...
Vector spaces over function fields. Vector spaces over analytic function fields being associated to ordinary differential equations.
Vector Topologies and Linear Maps on Products of Topological Vector Spaces.
Vectorial form of Ekeland-type variational principle in locally convex spaces and its applications.
Vector-valued sequence space and its properties
In this paper, a vector topology is introduced in the vector-valued sequence space and convergence of sequences and sequentially compact sets in are characterized.
Vector-valued sequence spaces generated by infinite matrices.
Vektorwertige Distributionen als Randverteilungen holomorpher Funktionen.
Verallgemeinerte konvexe Funktionen.
Vervollständigung streng ausgeglichener Limesvektorräume I.
Vervollständigung streng ausgeglichener Limesvektorräume II.
Verwandte Operatoren.
Vollständige und B-vollständige topologischje Vektorgruppen Graphensätze und Open-Mapping Theorems.
Vollständigkeit und der Graphensatz.