000 00350nam a2200133Ia 4500
999 _c184396
_d184396
020 _a1842657364
020 _a9781842657362
040 _cCUS
082 _a514.23
_bRAF/A
100 _aAyala,Rafael
245 0 _aAlgebraic topology: an introduction/
_cRafael Ayala,Eladio Dominguez,Antonio Quintero
260 _aUK :
_bAlpha Science Intl Ltd,
_cc2012.
300 _axv,369p. :
_c25cm.
504 _aContains bibliography. Includes index.
505 _a1.Preliminaries of topology 2.Simplicial complexes 3.Extending the definition of a simplicial complex 4.Notions of homological algebra 5.Simplicial homology 6.Pseudomanifolds and n-polyhedra 7.Duality in manifolds 8.Singular bordism 9.Pseudobordism and simplicial homolgy 10.Singular (co)homology 11.The fixed-point theorems of Brouwer and Lefschetz-Hopf 12.The Jordan-Brouwer separation theorem 13.A glimpse at the theory of degree 14.Homology and homotopy 15.The homotopy classification of lens spaces
650 _aAlgebraic invariant.
650 _aSmall homoogier.
942 _cAC8