Projective Congruence in M3(Fq
Author:
Publisher
Springer Science and Business Media LLC
Subject
Applied Mathematics,Mathematics (miscellaneous)
Link
http://link.springer.com/content/pdf/10.1007/BF03322782.pdf
Reference9 articles.
1. B. Corbas and G. D. Williams, Rings of order p5, Part I: Nonlocal rings. J.Algebra 231, 677–690 (2000).
2. B. Corbas and G. D. Williams, Rings of order p5, Part II: Local rings. J.Algebra 231, 691–704 (2000).
3. B. Corbas and G. D. Williams, Congruence of two-dimensional subspaces in M2(K) (characteristic ≠ 2). Pacific J. Math. 188, 225–235 (1999).
4. B. Corbas and G. D. Williams, Congruence of two-dimensional subspaces in M2(K) (characteristic 2). Pacific J. Math. 188, 237–249 (1999).
5. B. Corbas and G. D. Williams, Congruence classes in M3(Fq) (q odd). Discrete Math. 219, 37–47 (2000).
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