000			01895nam a2200457 a 4500
005			20250914083120.0
008			981208c19739999xxk 00 eng
020			_a0335013619
035			_a747437
039		9	_y08-18-1999 _zload
090			_aAS122.O6M202[00008000453]
090			_aAS122
245	1	0	_aTopics in pure mathematics _cprepared by the course team
260			_aMilton Keynes _bThe Open University Press _c1973
300			_av. : ill. ; 30 cm.
500			_amaterials accompanied with this book bearing the same call number are kept at APD
505		1	_aUnits 23 and 24. Euclidean rings, polynomials - unit 25. Theory of proofs -units 27 and 28. Connectedness, compactness - units 29 and 30. Fundamental groups, fixed-point theorems - unit 31 and 32. Field extensions, splitting fields - units 33 and 34. Galois theory, the galois correspondence.
590			_a17
650			_aAxiomatic set theory
650			_aSet theory
650			_aGroups, Theory
650			_aMetric spaces
711	2		_aOpen University
740			_aSet axioms, set constructions, sets and numbers - units 1-3
740			_aGroup axioms, group morphisms - units 4-5
740			_aMetric space axioms, continuity and equivalence - units 7-8
740			_aAutomorphism groups - units 11-12
740			_aTopology axioms, topological closure, induced topologies - units 13-15
740			_aTuring machines - unit 16
740			_aRings and ideals, special rings - units 17 and 19
740			_aCategories, universal objects - units 20 and 22
740			_aRecursive functions - unit 21
907			_a.b12361604 _b2021-05-28 _c2019-11-12
942			_c01 _n0 _kAS122.O6M202[00008000453]
914			_avtls000243545
990			_ano
991			_aFak Sains Matematik
998			_at _b1999-05-08 _cm _da _feng _gxxk _y0 _z.b12361604
999			_c237460 _d237460