HIGHLIGHTS
- who: David Holmes from the (UNIVERSITY) have published the paper: math, in the Journal: (JOURNAL)
SUMMARY
D. Holmes For every d ≥ 1 there exists an integer B such that for every point u ∈ U (Q̄) with ≤ d, the order of the point σ (u) ∈ Ju is either infinite or at most B. This can be viewed as a common generalisation (in the case of Jacobians) of the following standard results: Proposition 1.3. For every d ≥ 1 there exists an integer B such that for every point s ∈ S(Q̄) and every a ∈ For . . .
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