@a有限域上典型的几何学@d= Geometry of classical groups over finite fields@f万哲先著@zeng
205
@a第2版
210
@a北京@c科学出版社@d2006
215
@a445页@c图@d26cm
320
@a有书目和索引
330
@aThis monograph is a comprehensive survey of the results obtained on the geometry of classical groups over finite fields mainly in the 1960s and early 1990s.For the convenience of the readers I start with the affine geometry and projective geometry over finite fields in Chapters 1 and 2, respectively.Among other things, the affine classification of quadrics is included in Chapter 1, and conics and ovals are studied in detail in Chapter 2. From Chapter 3 and onwards the geometries of symplectic, pseudo-symplectic,unitary, and orthogonal groups are studied in succession. The book ends with two appendices, on the axiomatic projective geometry, and on polar spaces and finite generalized quadrangles, respectively。
510
1
@aGeometry of classical groups over finite fields@zeng
606
0
@a几何学@x数值计算
690
@aO241.7@v4
701
0
@a万哲选@4著
801
0
@aCN@c20100505
905
@b21013281-83@dO241.7@eW046
有限域上典型的几何学= Geometry of classical groups over finite fields/万哲先著.-第2版.-北京：科学出版社，2006
445页：图；26cm
ISBN 7-03-010595-8(精装)：CNY76.00
This monograph is a comprehensive survey of the results obtained on the geometry of classical groups over finite fields mainly in the 1960s and early 1990s.For the convenience of the readers I start with the affine geometry and projective geometry over finite fields in Chapters 1 and 2, respectively.Among other things, the affine classification of quadrics is included in Chapter 1, and conics and ovals are studied in detail in Chapter 2. From Chapter 3 and onwards the geometries of symplectic, pseudo-symplectic,unitary, and orthogonal groups are studied in succession. The book ends with two appendices, on the axiomatic projective geometry, and on polar spaces and finite generalized quadrangles, respectively。
