Some genus 3 curves with many points
WebApr 14, 2024 · The morphology of coarse aggregate has a significant impact on the road performance of asphalt mixtures and aggregate characterization studies, but many … Webbranched over torsion points on an elliptic curve E, if we set ω = p∗(dz) then SL(X,ω) is a lattice, commensurable to SL 2(Z). Thus (X,ω) generates a Te-ichmu¨ller curve, providing …
Some genus 3 curves with many points
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WebIf q is a square then we can prove better results by starting with a sequence of Shimura curves: we show that for every g there is a genus-g curve over F q having at least g(q ½ … Web22 hours ago · Initially I have master and develop branch at the same state, but I accidently make some commits directly to the master.. Now I'm going to sync the master's commit …
WebFeb 8, 2024 · In 2006, Stoll improved the Coleman's bound. Balakrishnan with her co-authors in [1] implemented the Chabauty-Coleman method to compute the rational points of … WebThe genus of a connected, orientable surface is an integer representing the maximum number of cuttings along non-intersecting closed simple curves without rendering the …
Web(v) Classify the curves with a set of these parameters. 2 Starting point M.J. de Resmini Sulle quartiche piane sopra un campo di caratteristica due Ricerche di Matematica 19 (1970), … Webupon the lower bounds by constructing curves with many points for some genera over F 13. We do this by going through unrami ed abelian covers of all curves of genus 2, using rst …
Webof primitive Teichmu¨ller curves in genus two. Theorem 1.1 The decagon form ω = dx/y on the curve y2 = x(x5 −1) gen-erates the only primitive Teichmu¨ller curve f : V →M2 coming from a form with simple zeros. In contrast to this uniqueness, in genus two there are countably many prim-itive Teichmu¨ller curves coming from forms with ...
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