[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || Compactness in $$C_{tau }(X, Y)$$Cτ(X,Y) for $$tau = d,f, g$$τ=d,f,g and Stone-Weierstrass Approximation Theorem
- 作者McCoy, Robert A.; Kundu, Subiman; Jindal, Varun
- 文件大小209.31KB
- 发表时间2018
- DOI10.1007/978-3-319-77054-3_5
- 页码63-73
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies ||McCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || PreliminariesMcCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || Spaces of HomeomorphismsMcCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || Cardinal Functions and Countability PropertiesMcCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || Metrizability and Completeness Properties of $$C_{tau } (X, Y)$$Cτ(X,Y) for $$tau = d,f, g$$τ=d,f,gMcCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018
[SpringerBriefs in Mathematics] Function Spaces with Uniform, Fine and Graph Topologies || Compactness in $$C_{tau }(X, Y)$$Cτ(X,Y) for $$tau = d,f, g$$τ=d,f,g and Stone-Weierstrass Approximation TheoremMcCoy, Robert A.; Kundu, Subiman; Jindal, Varun · 2018