Herwig++ 2.6 Release Note

Autor: Arnold, K., d'Errico, L., Gieseke, S., Grellscheid, D., Hamilton, K., Papaefstathiou, A., Platzer, S., Richardson, P., Rohr, C., Schofield, A., Siodmok, A., Stoll, M., Winn, D.

A new release of the Monte Carlo event generator Herwig++ (version 2.6) is now available. This version comes with a number of improvements including: a new structure for the implementation of next-to-leading order matrix elements; an improved treatme

Externí odkaz: http://arxiv.org/abs/1205.4902

Explicit isogeny descent on elliptic curves

Autor: Miller, R. L., Stoll, M.

In this note, we consider an l-isogeny descent on a pair of elliptic curves over Q. We assume that l > 3 is a prime. The main result expresses the relevant Selmer groups as kernels of simple explicit maps between finite- dimensional F_l-vector spaces

Externí odkaz: http://arxiv.org/abs/1010.3334

Integral Points on Hyperelliptic Curves

Autor: Bugeaud, Y., Mignotte, M., Siksek, S., Stoll, M., Tengely, Sz.

Publikováno v: Algebra & Number Theory 2 (2008), No. 8, 859-885.

We give a completely explicit upper bound for integral points on (standard) affine models of hyperelliptic curves, provided we know at least one rational point and a Mordell-Weil basis of the Jacobian. We also explain a powerful refinement of the Mor

Externí odkaz: http://arxiv.org/abs/0801.4459

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Health Equity Implications of Missing Data Among Youths With Childhood‐OnsetSystemic Lupus Erythematosus: A Proof‐of‐ConceptStudy in the Childhood Arthritis and Rheumatology Research Alliance Registry

Autor: Woo, Jennifer M. 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Publikováno v: Arthritis Care and Research; November 2023, Vol. 75 Issue: 11 p2285-2294, 10p