Stable shape concordance implies homeomorphic complements
Stackbases in power sets of neighbourhood spaces preserving the continuity of mappings
State spaces and dipaths up to dihomotopy.
Stationary and convergent strategies in Choquet games
If Nonempty has a winning strategy against Empty in the Choquet game on a space, the space is said to be a Choquet space. Such a winning strategy allows Nonempty to consider the entire finite history of previous moves before making each new move; a stationary strategy only permits Nonempty to consider the previous move by Empty. We show that Nonempty has a stationary winning strategy for every second-countable T₁ Choquet space. More generally, Nonempty has a stationary winning strategy for...
Stationary points for set-valued mappings on two metric spaces.
Stationary sets and paracompactness in ordered spaces: a survey
Stationary sets, trees and continuums.
Stationary Strategies in Topological Games
Statistical convergence of double sequences on probabilistic normed spaces.
Statistical convergence of sequences of functions with values in semi-uniform spaces
We study several kinds of statistical convergence of sequences of functions with values in semi-uniform spaces. Particularly, we generalize to statistical convergence the classical results of C. Arzelà, Dini and P.S. Alexandroff, as well as their statistical versions studied in [Caserta A., Di Maio G., Kočinac L.D.R., {Statistical convergence in function spaces},. Abstr. Appl. Anal. 2011, Art. ID 420419, 11 pp.] and [Caserta A., Kočinac L.D.R., {On statistical exhaustiveness}, Appl. Math. Lett....
Statistical linear spaces. I. Properties of , -topology
Statistical linear spaces. II. Strongest -norm
Statistische Entscheidungsprobleme mit nichtkompaktem Aktionenraum.
Stetige Funktionen auf dem Torus.
Sto let Baireovy věty o kategoriích
Stone lattices: a topological approach
Stratégies gagnantes dans certains jeux topologiques
Strict completions of -groups
Strict contractive conditions and common fixed point theorems in cone metric spaces.
Strict topology and perfect measures