Wahrscheinlichkeitsfunktionen diskreter Verteilungen als Lösungen der Pearsonschen Differenzengleichung für die diskreten klassischen Orthogonalpolynome.
Weak discrete maximum principles
We introduce weak discrete maximum principles for matrix equations associated with some elliptic problems. We also give an example on discrete maximum principles.
Weight characterizations for the discrete Hardy inequality with kernel.
Weighted additive information measures.
Weighted entropies
We present an axiomatic characterization of entropies with properties of branching, continuity, and weighted additivity. We deliberately do not assume that the entropies are symmetric. The resulting entropies are generalizations of the entropies of degree α, including the Shannon entropy as the case α = 1. Such “weighted” entropies have potential applications to the “utility of gambling” problem.
Weighted power mean discrete dynamical systems: fast convergence properties.
Well-posedness of difference elliptic equation.
When Lagrangean and quasi-arithmetic means coincide.
Why Means in Two Arguments are Special.
Why -additive (fuzzy) measures?
The paper is concerned with generalized (i. e. monotone and possibly non-additive) measures. A discussion concerning the classification of these measures, according to the type and amount of non-additivity, is done. It is proved that -additive measures appear naturally as solutions of functional equations generated by the idea of (possible) non additivity.
Wiener amalgam spaces for the fundamental identity of Gabor analysis.
In the last decade it has become clear that one of the central themes within Gabor analysis (with respect to general time-frequency lattices) is a duality theory for Gabor frames, including the Wexler-Raz biorthogonality condition, the Ron-Shen duality principle and the Janssen representation of a Gabor frame operator. All these results are closely connected with the so-called Fundamental Identity of Gabor Analysis, which we derive from an application of Poisson's summation formula for the symplectic...
Wighted-Additive Deviations with the Sum Property.
Wilson's functional equation on C.
Wilson's functional equations on groups.
WKB estimates for linear dynamic systems on time scales.
Works on functional equations V.
Works on functional equations XII (Bibliography).