Regular Iteration in the Case of Multiplier Zero
Regular Variation In Probability Theory
Regular variation on homogeneous cones
Regularity, nonoscillation and asymptotic behaviour of solutions of second order linear equations.
Regularity of Lipschitz minima
Regularly Varying Distributions
Regularly Varying Sequences and Entire Functions of Finite Order
Regularly varying solutions of generalized Thomas-Fermi equations
Regulární variace: od škálové invariance ke konvergenčním testům
Článek se snaží přiblížit některé aspekty teorie regulární variace. Jde o pojem z klasické analýzy, který má bohatou historii a četné aplikace v teorii pravděpodobnosti, teorii čísel, integrálních transformacích, komplexní analýze, diferenciálních rovnicích, teorii her či teorii grafů. Regulárně měnící se funkce mají souvislost s mnoha matematickými pojmy, včetně škálové invariance, kterou náš výklad začíná, či konvergenčními testy pro nekonečné řady, kterými náš výklad končí. V průběhu výkladu...
Regulated functions
The first section consists of auxiliary results about nondecreasing real functions. In the second section a new characterization of relatively compact sets of regulated functions in the sup-norm topology is brought, and the third section includes, among others, an analogue of Helly's Choice Theorem in the space of regulated functions.
Regulated functions and the Perron-Stieltjes integral
Regulated functions with values in Banach space
This paper deals with regulated functions having values in a Banach space. In particular, families of equiregulated functions are considered and criteria for relative compactness in the space of regulated functions are given.
Relations between some general nth-order derivatives
Relations between weighted Orlicz and spaces through fractional integrals
We characterize the class of weights, invariant under dilations, for which a modified fractional integral operator maps weak weighted Orlicz spaces into appropriate weighted versions of the spaces , where . This generalizes known results about boundedness of from weak into Lipschitz spaces for and from weak into . It turns out that the class of weights corresponding to acting on weak for of lower type equal or greater than , is the same as the one solving the problem for weak...
Relative Differenzeneigenschaft
Relativistic wave equations with fractional derivatives and pseudodifferential operators.
Relativization of some aspects of the theory of functions of bounded variation [Book]
Remark about the relation between measurable and continuous functions
Remarks on a theorem of P. K. Suetin
Remarks on Denjoy property and property of real functions