000			01084nam a2200157Ia 4500
008			220515s9999||||xx |||||||||||||| ||und||
020			_a978-0-19-967616-3
050			_aQA 564 .G44 2003
100			_aGeck, M.
245		3	_aAn introduction to algebraic geometry and algebraic groups
260			_aUnited Kingdom _bOxford University Press _c2003
300			_axii,307p.
500			_aIntroduces algebraic geometries and algebraic groups by developing the language of algebraic geometry from scratch and using it to set up the theory of affine algebraic groups from first principles. The text covers the conjugacy of Borel subgroups and maximal tori, the theory of algebraic groups with a BN-pair, a thorough treatment of Frobenius maps on affine varieties and algebraic groups, zeta functions and Lefschetz numbers for varieties over finite fields. The text uses algebraic groups as the main examples, including worked out examples, instructive exercises, as well as bibliographical and historical remarks.
650			_aGeometry, Algebraic|Linear algebraic groups
942			_2lcc _cBK
999			_c7815 _d7815