Smaller class invariants for constructing curves of genus 2 Marco Streng The 15th workshop on Elliptic Curve Cryptography

Source URL: ecc2011.loria.fr

• Abstract algebra
• Algebra
• Geometry
• Elliptic curve cryptography
• Elliptic curves
• Algebraic curves
• Group theory
• Algebraic surfaces
• Complex multiplication
• Elliptic curve
• Curve
• Abelian variety

NON-ABELIAN LEFSCHETZ HYPERPLANE THEOREMS DANIEL LITT 1. Classical Lefschetz Theorems Suppose X is a smooth projective algebraic variety over C, and D ⊂ X is an ample divisor. There are many classical theorems relating

Source URL: math.columbia.edu

Scenery Reconstruction on Finite Abelian Groups Hilary Finucanea,1 , Omer Tamuza,2 , Yariv Yaaria a Weizmann Institute, Rehovot 76100, Israel

Source URL: people.hss.caltech.edu

• Random walk
• Fourier transform
• Limit set
• Stallings theorem about ends of groups

JOURNAL OF COMBINATORIALTHEORY, Series A 70, The Structure of the Abelian Groups Containing McFarland Difference Sets S i u LUN M A

Source URL: www.ntu.edu.sg

• Algebra
• Abstract algebra
• Mathematics
• Sylow theorems
• Operator theory
• P-group
• Lie algebras
• Lie groups
• Abelian group
• Ring
• Sheaf
• Beltrami equation

On the security of two public key cryptosystems using non-abelian groups M.I. Gonz´alez Vasco, D. Hofheinz, C. Mart´ınez, and R. Steinwandt ´ M.I. GONZALEZ

Source URL: www.kjdf.de

When Abelian Groups Split Robert C. Rhoades Bucknell University Rachel L. Thomas Swarthmore College

Source URL: www.tilings.org

C Glasgow Mathematical Journal TrustGlasgow Math. J–599.  doi:S0017089514000044. RICCI FLOWS ON SURFACES RELATED TO THE EINSTEIN WEYL AND ABELIAN VORTEX EQUATIONS

Source URL: 138.100.100.254

Homework problems given by Prof. J. Tate in a course on Algebra 250(a) at Harvard in the Fall ofOctober 22, Suppose f (X) is irreducible and Gf is abelian. Prove that the order of Gf is the degree of f .

Source URL: www.math.tifr.res.in

TECHNIQUES IN NON-ABELIAN ADDITIVE COMBINATORICS, EXAMPLES SHEET 1 Lent Term 2016 W. T. G.

Source URL: gowers.files.wordpress.com

• Algebra
• Mathematics
• Linear algebra
• Operator theory
• Geometry
• Functional analysis
• Linear subspace
• Affine space
• Constructible universe
• Quantum mechanics
• Divisor
• NeumannPoincar operator

All-loop non-Abelian Thirring model K. S IAMPOS , Albert Einstein Center for Fundamental Physics, University of Bern, based on works with G. Georgiou, G. Itsios and K. Sfetsos

Source URL: media.scgp.stonybrook.edu