000			00983nam a22001697a 4500
008			260709b |||||||| |||| 00| 0 eng d
020			_a9788120339323
082			_a512.02 _bSHE
100			_aSheth, I. H.
245			_aAbstract Algebra
260			_aNew Delhi _bPHI Learning Private Limited, _c2026
300			_a373p.
365			_dRs. 795.00
650			_aDepartment of Mathematics
650			_aPart I: PRELIMINARIES 1. SET THEORY 2. RELATIONS 3. MAPPINGS 4. MATRICES 5. BINARY OPERATIONS 6. INTEGERS Part II: GROUP THEORY 7. GROUPS 8. SUBGROUPS 9. PERMUTATIONS 10. NORMAL SUBGROUPS 11. ISOMORPHISM OF GROUPS 12. CYCLIC GROUPS 13. HOMOMORPHISM: 1 Part III: RING THEORY 14. RINGS 15. INTEGRAL DOMAINS 16. IDEALS: 1 17. HOMOMORPHISM: 2 18. FIELDS 19. POLYNOMIALS 20. IDEALS: 2 21. FINITE FIELDS 22. UNIQUE FACTORIZATION DOMAIN AND EUCLIDEAN RING Appendices A: De Moivre’s Theorem B: Three Famous Problems Supplementary Problems • References • Index
942			_cBK
999			_c39187 _d39187