[PDF] Top 20 Maximal operator in variable exponent generalized morrey spaces on quasi-metric measure space

... In this paper, we prove theorems on the boundedness of the maximal operator 1 |f y|dμy M f x = sup r>0 μBx, r Bx,r within the frameworks of variable exponent Morrey spaces Lp·,ϕ· X on u[r] ... See full document

... of variable order α( x ) . In the case of constant α , the L p (·),λ(·) → BMO-boundedness in the limiting case p ( x ) = n − λ( α x ) was also ...proved. In [10] the maximal ... See full document

... Variable exponent Lebesgue spaces over quasi-metric measure spaces have been considered in [13,22,23,29,35] and more recently in [32,33], where the ... See full document

... Such spaces were studied in [24] first, see also [7, 13, 25, 26, ...general spaces of such a type, Musielak– Orlicz–Morrey spaces, unifying the classical and variable ... See full document

... interpolated spaces is one of the main ...of quasi-Banach spaces under interpolation methods begun with papers by Krée (1967), Holmsted (1970), Peetre (1970) and Sagher ... See full document

... -projection operator in Banach ...the generalized projection opera- tors introduced by Abler [1] and proved some properties of the generalized f -projection ...the generalized f ... See full document

... By |E| we denote the (Lebesgue) measure of a measurable subset E of the Euclidean space R d . We write B(x, r) for the open ball centered at x ∈ R d and radius r > 0. The symbol S(R d ) stands for the ... See full document

... In this paper, we introduce the concept of rarely generalized regu- lar fuzzy continuous functions in the sense of A. P. Sostak’s [14] and Ramadan [11] is introduced. Some intresting properties and ... See full document

... Ω in X rather than with ”the whole” space X , so that the so called cancellation property over Ω , see ...(3.4), in general no more ...essentially on the properties of the potential of the ... See full document

... of metric measure spaces, based the technique of the lower and upper indices adjusted for nonnegative monotonic (or almost monotonic) functions and presented in Section ...the measure ... See full document

... Woracek, Operator theory and indefinite inner product spaces Lectures presented on the occasion of the retirement of Heinz Langer in the Colloquium on Operator Theory held at the ... See full document

... assumptions on the variable exponent p ( x ) (log- and decay conditions), we give a characterization of the variable exponent Bessel potential space B α [ L p (·) ( R n ) ] ... See full document

... fuzzy metric on the set of probability measures (fuzzy Prokhorov metric) to define an extension operator for the fuzzy (pseudometrics) defined on the nonempty closed subsets of compact ... See full document

... Abstract—We introduce and study the mixed-norm Bergman–Morrey space A q;p,λ D, mixedq;p,λ D, and mixed-norm Bergman–Morrey space norm Bergman–Morrey space of local type Aloc of complemen[r] ... See full document

... Such spaces were considered for instance in [1, 2, ...probabilistic metric spaces [4] provide the inspiration for introducing a new concept that it is called a probabilistic modular ... See full document

... include in Section 2 fundamental notions and definitions from measure theory, with particular attention to the issue of ...considering in Section 3 the infinite product of a family of probability ... See full document

... several spaces in the ...parapharyngeal spaces were the most frequent location of deep neck ...priority in managing deep neck infections and if the patient has to be submitted to surgery ... See full document

... role in applications of many branches of mathematics and other many ...studied in several directions. The study of metric fixed point theory has been researched extensively in past ...a ... See full document

... (SR) in previous papers, encompasses another pair of symmetrical universes, referred to as positive time-universe and negative ...observers in the Euclidean 3-spaces of our universe and the negative ... See full document

... topological space as a generalization of smooth topology and the topology of intuitionistic fuzzy ...ended in 2005 by Gutierrez Garcia and Rodabaugh (2005) when they proved that this term is unsuitable ... See full document