000			01351nam a2200253Ia 4500
008			160627s1989||||xx |||||||||||||| ||und||
080			_aUNM Th-35
100			_aBalaji, V. _eauthor
245			_aCohomology of a moduli space of vector bundles
260			_c1989
300			_avi; 65p.
502			_a1989
502			_bPh.D
502			_cUniversity of Madras
520	3		_aThis thesis is concerned with a study of the cohomological properties of certain moduli spaces of vector bundles over a compact Riemann Surface. This research was funded by the National Board for Higher Mathematics. Nitsure's theorem with a considerably shorter proof, using the variety N - the canonical natural moduli functor. Tom-Gysin sequence is examined by determining the Strata and their normal bundles. Exploitation of some principles to the full, derived to give a complete description of the strata of N and to compute about 2/3rd' s of the Betti numbers of N. The computations are applied with the use of studies on third intermediate Jacobian of N.
650	1	4	_aMathematics
653	1	0	_aCohomology
653	1	0	_aModuli Space
653	1	0	_aVector Bundles
720	1		_aSeshadri, C.S. _eThesis advisor [ths]
856			_uhttp://www.imsc.res.in/xmlui/handle/123456789/58
942			_2THESIS27 _cTHESIS
999			_c48732 _d48732