This paper presents general topological coincidence principles for multivalued maps defined on subsets of completely regular topological spaces
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
We construct a homotopy invariant appropriate for studying the existence of coincidence points of Fr...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
This paper presents general topological coincidence principles for multivalued maps defined on subse...
This paper presents a coincidence theory for general classes of maps based on the notion of a Phi-es...
This paper presents a coincidence theory for general classes of maps based on the notion of a Phi-es...
AbstractSome new coincidence theorems involving new classes of set-valued mappings containing compos...
Using a different approach, we prove a general coincidence theorem of multivalued mappings which hav...
The Nielsen coincidence theory on topological manifolds by Jerzy J e z i e r s k i (Warszawa) Abstra...
AbstractTwo coincidence theorems are presented for multivalued maps where one map has closed graph a...
96 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In Chapter 1 a Lefschetz-type ...
96 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In Chapter 1 a Lefschetz-type ...
AbstractThe existence of coincidence and fixed points for continuous mappings on pseudo-compact comp...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
We construct a homotopy invariant appropriate for studying the existence of coincidence points of Fr...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
This paper presents general topological coincidence principles for multivalued maps defined on subse...
This paper presents a coincidence theory for general classes of maps based on the notion of a Phi-es...
This paper presents a coincidence theory for general classes of maps based on the notion of a Phi-es...
AbstractSome new coincidence theorems involving new classes of set-valued mappings containing compos...
Using a different approach, we prove a general coincidence theorem of multivalued mappings which hav...
The Nielsen coincidence theory on topological manifolds by Jerzy J e z i e r s k i (Warszawa) Abstra...
AbstractTwo coincidence theorems are presented for multivalued maps where one map has closed graph a...
96 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In Chapter 1 a Lefschetz-type ...
96 p.Thesis (Ph.D.)--University of Illinois at Urbana-Champaign, 1999.In Chapter 1 a Lefschetz-type ...
AbstractThe existence of coincidence and fixed points for continuous mappings on pseudo-compact comp...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
It is proved that a pair of reciprocally continuous and nonvacuously compatible single-valued and mu...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
We construct a homotopy invariant appropriate for studying the existence of coincidence points of Fr...
In the paper the concept of covering (regularity) for set-valued mappings in partially ordered space...
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