FINITE-ORDER AUTOMORPHISMS OF A CERTAIN TORUS BRIAN CONRAD 1. Introduction A classical result of Higman [H], [S, Exer. 6.3], asserts that the roots of unity in the group ring Z[Γ] of a finite commutative group Γ are th - Result Group - Document - PDFSEARCH.IO

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	FINITE-ORDER AUTOMORPHISMS OF A CERTAIN TORUS BRIAN CONRAD 1. Introduction A classical result of Higman [H], [S, Exer. 6.3], asserts that the roots of unity in the group ring Z[Γ] of a finite commutative group Γ are th Add to Reading List Document Date: 2004-08-10 16:47:17 Open Document File Size: 214,14 KB Share Result on Facebook City Washington / London / Springer-Verlag / / / Facility University of Michigan / / IndustryTerm order-m / finite / direct product / fiber product / / Organization Department of Mathematics / Alfred P. Sloan Foundation / University of Michigan / Ann Arbor / National Science Foundation / / Person BRIAN CONRAD / / Position author / representative / / ProvinceOrState New York / Michigan / / SocialTag Cyclic group Sheaf Filter Abelian group Abstract algebra Algebra Algebraic topology

FINITE-ORDER AUTOMORPHISMS OF A CERTAIN TORUS BRIAN CONRAD 1. Introduction A classical result of Higman [H], [S, Exer. 6.3], asserts that the roots of unity in the group ring Z[Γ] of a finite commutative group Γ are thAdd to Reading List