Note on a variant of the Erdős-Ginzburg-Ziv problem
Weighted pseudo almost automorphic functions with applications to abstract dynamic equations on time scales
We propose a concept of weighted pseudo almost automorphic functions on almost periodic time scales and study some important properties of weighted pseudo almost automorphic functions on almost periodic time scales. As applications, we obtain the conditions for the existence of weighted pseudo almost automorphic mild solutions to a class of semilinear dynamic equations on almost periodic time scales.
(Strongly) Gorenstein injective modules over upper triangular matrix Artin algebras
Let be an Artin algebra. In view of the characterization of finitely generated Gorenstein injective -modules under the condition that is a cocompatible -bimodule, we establish a recollement of the stable category . We also determine all strongly complete injective resolutions and all strongly Gorenstein injective modules over .
S-TRAP: Optimization and Evaluation of Timely Recovery to Any Point-in-time (TRAP)
Periodicity, almost periodicity for time scales and related functions
In this paper, we study almost periodic and changing-periodic time scales considered byWang and Agarwal in 2015. Some improvements of almost periodic time scales are made. Furthermore, we introduce a new concept of periodic time scales in which the invariance for a time scale is dependent on an translation direction. Also some new results on periodic and changing-periodic time scales are presented.
Convergence theorems for common fixed points of nonself asymptotically quasi-non-expansive mappings.
Convergence theorems for the unique common fixed point of a pair of asymptotically nonexpansive mappings in generalized convex metric space.
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