What if f is a finite field like z/pz

Reference no: EM131066875

Suppose V is a finite-dimensional vector space over F. We know now that if F=R then it's easy to tell whether two symmetric bilinear pairings on V are equivalent, and have been told that it's hard if F=Q. What if F is a finite field like Z/pZ?

Reference no: EM131066875

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