Inner Product Spaces over a Field
This chapter will describe some of the highlights of the theory of the Witt ring W(F), where F is an arbitrary field. We are particularly careful to give proofs which are valid also in characteristic 2. The classical theory for number fields, as described for example in [O’Meara], is largely ignored.
KeywordsPrime Ideal Product Space Nilpotent Element Ring Homomorphism Finite Extension
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