Compact discrete flows
Compact groups of automorphisms of von Neumann algebras.
Compact Orbit-Decomposition acts.
Compact topologically torsion elements of topological abelian groups
Compactification and linearization of abstract dynamical systems
Compactifications of ℕ and Polishable subgroups of
We study homeomorphism groups of metrizable compactifications of ℕ. All of those groups can be represented as almost zero-dimensional Polishable subgroups of the group . As a corollary, we show that all Polish groups are continuous homomorphic images of almost zero-dimensional Polishable subgroups of . We prove a sufficient condition for these groups to be one-dimensional and also study their descriptive complexity. In the last section we associate with every Polishable ideal on ℕ a certain Polishable...
Compactifying the space of homeomorphisms
Compactifying topologised semigroups.
Compactness and Tightness in a Space of Measures with the Topology of Weak Convergence.
Compactness conditions for semigroups of linear maps.
Compactness of trajectories of dynamical systems in complete uniform spaces
Compactness type properties in topological groups
Compatibility of type (P) in modified intuitionistic fuzzy metric space.
Compatible mapping and common fixed points.
Compatible mappings and common fixed points. II.
Compatible mappings and common fixed points “revisited”.
Compatible mappings of type (B) and common fixed point theorems in Saks spaces
In this paper we first introduce the concept of compatible mappings of type (B) and compare these mappings with compatible mappings and compatible mappings of type (A) in Saks spaces. In the sequel, we derive some relations between these mappings. Secondly, we prove a coincidence point theorem and common fixed point theorem for compatible mappings of type (B) in Saks spaces.
Compatible mappings of type (B) and common fixed point theorems of Greguš type
Compatible mappings of type (P) and fixed point theorems in metric spaces and probabilistic metric spaces.
Compatible mappings of type and weak compatibility in fuzzy metric spaces
The object of this paper is to establish a unique common fixed point theorem for six self-mappings satisfying a generalized contractive condition through compatibility of type and weak compatibility in a fuzzy metric space. It significantly generalizes the result of Singh and Jain [The Journal of Fuzzy Mathematics and Sharma [Fuzzy Sets and Systems . An example has been constructed in support of our main result. All the results presented in this paper are new.