偶特征正交空间上非奇异子空间的Critical问题

Critical Problems of Nonsingular Subspaces in Finite Orthogonal Spaces of Even Characteristic

利用偶特征有限正交空间的性质及计数定理在偶特征有限正交空间上研究了非奇异子空间的critical问题,得到了相应的计数公式和critical指数.

With the properties and counting theorems in the orthogonal spaces over finite fields of even characteristic,we study the critical problems of nonsingular subspaces in the finite orthogonal spaces and obtain the corresponding counting formulas and critical exponents.