HIGHLIGHTS
- who: Alexander J. Zaslavski from the (UNIVERSITY) have published the research work: Two Convergence Results for Inexact Infinite Products of Non-Expansive Mappings, in the Journal: Axioms 2023, 12, 88. of 12/01/2023
- what: Namely, the authors show that for each pair of sequence of points { xi }iu221e=0 and {yi }iu221e=0 generated by the inexact infinite products which belong to the subset K, the distance between xi and yi tends to zero as i u2192 u221e. In the joint paper with D. Butnariu and S. Reich , the authors investigated the influence of . . .
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