Theory of Retracts
Detalles de publicación: California : Prentice Hall, 1965Descripción: 234 páginasISBN:- fcnm1578
- 515.1I/H97
Contenidos:
1.Retracts and their properties. 2.Absolute extensors and absolute neighborhood extensors. 3.Theory of retracts. 4.Absolute retracts and absolute neighborhood retracts. 5.Properties of ANR’S. 6.Locally N- connected spaces and finite dimensional finite. 7.Miscellaneous AR’S and ANR’S. 8.Deformation retracts of ANR’S. 9.Theory of retracts.
| Tipo de ítem | Biblioteca actual | Signatura topográfica | Estado | Notas | Código de barras | |
|---|---|---|---|---|---|---|
| Libro | Biblioteca Especializada FCNM Tercer Piso | 515.1I/H97 (Navegar estantería(Abre debajo)) | Disponible | Externo | FCNM2636 |
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| 515.1I/C17 Calculus in Context the five college calculus projec | 515.1I/C28/V.2 Applications of Input-Output Analysis Volume 2 | 515.1I/G37 Lectures on The Wave Equation | 515.1I/H97 Theory of Retracts | 515.1I/L62/T.II Concepts of Calculus II | 515.1I/M31 Critical Point Theory and Hamiltonian Systems | 515.1I/R74 (S.C) Reduction of codimension of regular immersions |
1.Retracts and their properties. 2.Absolute extensors and absolute neighborhood extensors. 3.Theory of retracts. 4.Absolute retracts and absolute neighborhood retracts. 5.Properties of ANR’S. 6.Locally N- connected spaces and finite dimensional finite. 7.Miscellaneous AR’S and ANR’S. 8.Deformation retracts of ANR’S. 9.Theory of retracts.
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