An elementary approach to homological algebra / L.R. Vermani.
By: Vermani, L. R. (Lekh R.) [author.]
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Material type: 

Includes bibliographical references (pages [309]-312) and index.
chapter 1 Modules -- chapter 2 Categories and Functors -- chapter 3 Projective and Injective Modules -- chapter 4 Homology of Complexes -- chapter 5 Derived Functors -- chapter 6 Torsion and Extension Functors -- chapter 7 The Functor Ext[sup(n)][sub(R)] -- chapter 8 Hereditary and Semihereditary Rings -- chapter 9 Universal Coefficient Theorem -- chapter 10 Dimensions of Modules and Rings -- chapter 11 Cohomology of Groups -- chapter 12 Some Applications.
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