- Artin , M. 1969 . On Azumaya algebras and finite dimensional representations of rings . J. Algebra , 11 : 532 – 563 .
- Berele , A. and Saltman , D. 1988 . The centers of generic division algebras with involution . Israel J. Math. , 63 : 98 – 118 .
- Jacobson , N. 1996 . Finite-Dimensional Division Algebras over Fields , Berlin-Heidelberg-New York : Springer-Verlag .
- King , A.D. 1994 . Moduli of representations of finite dimensional algebras . Quart. J. Math. Oxford , 45 : 515 – 530 .
- Le Bruyn , L. and Procesi Bruyn , C. 1987 . “ Etale local structure of matrix invariants and concomitants ” . In Algebraic Groups, Utrecht 1986 , Springer-Verlag .
- Le Bruyn , L. and Seelinge , G. The fibers of generic Brauer-Severi schemes, . J. Algebra , to appear
- Luna , D. 1973 . Slices étale . Bull. Soc. Math. France , 33 : 81 – 105 .
- Mumford , D. , Fogarty , J. and Kirwan , F. 1994 . Geometric Invariant Theory , Berlin-Heidelberg-New York : Springer-Verlag . Third Edition
- Procesi , C. 1976 . The invariant theory of n x n matrices . Adv. Math. , 19 : 306 – 381 .
Fibers of orthogonal and symplectic matrix invariants
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