Author:
Brownawell W. D.,Masser D. W.
Abstract
Let k be a field of zero characteristic, and let F be a function field over k of genus g. We normalize each valuation v on F so that its order group consists of all rational integers, and for elements u1, …, un of F, not all zero, we define the (projective) height asThe sum formula on F shows that this is really a height on the projective space .
Publisher
Cambridge University Press (CUP)
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