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 Date: 2013-08-06 10:53:07Coding theory Abstract algebra Morphisms Finite groups Automorphism Symmetry Dual code Elementary abelian group Quadratic residue code Duality |
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| First Page | Document Content | |
|---|---|---|
Date: 2013-08-06 10:53:07Coding theory Abstract algebra Morphisms Finite groups Automorphism Symmetry Dual code Elementary abelian group Quadratic residue code Duality |
Add to Reading List |
Automorphism groups of extremal self-dual binary linear codes Martino Borello Università degli Studi di Milano-Bicocca The 11![Smooth morphisms Peter Bruin 21 February 2007 Introduction The goal of this talk is to define smooth morphisms of schemes, which are one of the main ingredients in N´eron’s fundamental theorem [BLR, § 1.3, Theorem 1]](https://www.pdfsearch.io/img/06220acaa25af2084a13d2d5266b96f9.jpg "Smooth morphisms Peter Bruin 21 February 2007 Introduction The goal of this talk is to define smooth morphisms of schemes, which are one of the main ingredients in N´eron’s fundamental theorem [BLR, § 1.3, Theorem 1]")
![arXiv:1011.5788v2 [math.CO] 6 JanPaperfolding morphisms, planefilling curves, and fractal tiles Michel Dekking January 7, 2011](https://www.pdfsearch.io/img/2817b9959a3d7aab8f2753cffc80e1e9.jpg "arXiv:1011.5788v2 [math.CO] 6 JanPaperfolding morphisms, planefilling curves, and fractal tiles Michel Dekking January 7, 2011")
