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Rank-generating functions and Poincaré polynomials of lattices in finite orthogonal space of even characteristic
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作者 Feng XU Yanbing ZHAO Yuanji HUO 《Frontiers of Mathematics in China》 CSCD 2024年第4期181-189,共9页
The geometry of classical groups over finite fields is widely used in many fields.In this paper,we study the rank-generating function,the characteristic polynomial,and the Poincarépolynomial of lattices generated... The geometry of classical groups over finite fields is widely used in many fields.In this paper,we study the rank-generating function,the characteristic polynomial,and the Poincarépolynomial of lattices generated by the orbits of subspaces under finite orthogonal groups of even characteristic.We also determine their expressions. 展开更多
关键词 LATTICES orthogonal space of even characteristic rank-generating function characteristic polynomial Poincarépolynomial
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