Some prehomogeneous representations defined by cubic forms
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概要
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Using the notion of Jordan pairs, we give an axiomatic construction of some linear representation of an algebraic group over an arbitrary commutative ring. This representation is prehomogeneous in the sense that all the geometric fibers are prehomogeneous vector spaces modulo scalar multiplications. We also determine one generic stabilizer.
- 東北大学の論文
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関連論文
- Some prehomogeneous representations defined by cubic forms
- Some prehomogeneous representations defined by cubic forms