Perturbed integral equations in modular function spaces.
p-Frames and Shift Invariant Subspaces of L...
Plurisubharmonic functions on compact sets
Poletsky has introduced a notion of plurisubharmonicity for functions defined on compact sets in ℂⁿ. We show that these functions can be completely characterized in terms of monotone convergence of plurisubharmonic functions defined on neighborhoods of the compact.
Point character of uniformities and completeness
Points extrémaux dans certains cônes convexes
Points extrêmaux dans un monoide affine semitopologique.
Points extrémaux d'un simplexe compact métrisable
Points extrémaux et densité.
Points extrémaux et propriétés de Radon-Nikodym dans les espaces de Fréchet dentables
Points fixes des contractions de certains faiblement compacts de
Pointwise and global sums and negatives of binary relations.
Pointwise and order convergence for spaces of continuous functions and spaces of Baire functions
Pointwise compactness and continuity of the integral.
In this paper we bring together the different known ways of establishing the continuity of the integral over a uniformly integrable set of functions endowed with the topology of pointwise convergence. We use these techniques to study Pettis integrability, as well as compactness in C(K) spaces endowed with the topology of pointwise convergence on a dense subset D in K.
Pointwise Compactness and Weakly Compact Sets in L...
Pointwise Compactness in Spaces of Functions and R.C. James Theorem.
Polar lattices from the point of view of nuclear spaces.
The aim of this survey article is to show certain questions concerning nuclear spaces and linear operators in normed spaces lead to questions from geometry of numbers.
Polynomials and multilinear forms on fully nuclear spaces
Polynomials and multilinear mappings in topological vector-spaces
Polytope in lokalkonvexen Räumen.
Pontryagin Duality for Subgroups and Quotients of Nuclear Spaces.