000 | 00722nam a22001097a 4500 | ||
---|---|---|---|
082 |
_a513.83 _bMUN/TOP |
||
100 |
_aMunkres _91663731 |
||
245 | _aTopology | ||
260 |
_aNew Delhi _bPrentice Hall of India _c2003 |
||
520 | _a1 Set Theory and logic 2 Topological spaces and continuous functions 3 Connectedness and Compactness 4 Countability and Separation Axioms 5 The tychonoff 6 ,Metrization theorems and paracompactness 7 Complete metric space and function spaces 8 Baire space and dimension theory 9 The fundamental group 10 separation theorems in the plane 11 The seifert van kampen theorem 12 Classification of surface 13 Classification of covering spaces Applications to group theory | ||
942 | _cBK | ||
999 |
_c1081812 _d1081812 |