General Topology and Its Relations to Modern Analysis and Algebra IV
General Topology and Its Relations to Modern Analysis and Algebra IV Proceedings of the Fourth Prague Topological Symposium, 1976 Part A: Invited Papers / [electronic resource] :
edited by Josef Novák.
- XX, 228 p. online resource.
- Lecture Notes in Mathematics, 609 0075-8434 ; .
- Lecture Notes in Mathematics, 609 .
On an extension of Pontryagin's duality theory -- Entropy numbers of operators in Banach spaces -- Some recent applications of ultrafilters to topology -- Some problems concerning C(X) -- Generalized shape theory -- New results in uniform topology -- Topologization of Boolean algebras -- Recent development of theory of uniform spaces -- Stability of Banach algebras -- Two set-theoretic problems in topology -- Category, Boolean algebras and measure -- On rings of continuous functions -- Combinatorial properties of uniformities -- Nondiscrete mathematical induction -- Compact C-spaces and S-spaces -- A narrow view of set theoretic topology -- Some topological aspects of the theory of topological transformation groups -- Measure-preserving maps -- Categorial aspects are useful for topology.
9783540371083
10.1007/BFb0068667 doi
Topology.
Topology.
QA611-614.97
514
On an extension of Pontryagin's duality theory -- Entropy numbers of operators in Banach spaces -- Some recent applications of ultrafilters to topology -- Some problems concerning C(X) -- Generalized shape theory -- New results in uniform topology -- Topologization of Boolean algebras -- Recent development of theory of uniform spaces -- Stability of Banach algebras -- Two set-theoretic problems in topology -- Category, Boolean algebras and measure -- On rings of continuous functions -- Combinatorial properties of uniformities -- Nondiscrete mathematical induction -- Compact C-spaces and S-spaces -- A narrow view of set theoretic topology -- Some topological aspects of the theory of topological transformation groups -- Measure-preserving maps -- Categorial aspects are useful for topology.
9783540371083
10.1007/BFb0068667 doi
Topology.
Topology.
QA611-614.97
514