Sandbox 2

General Introduction
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Search results
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Online References
[arXiv:0910.0056] The canonical embedding of an unramified morphism in an étale morphism by David Rydh We show that every unramified morphism X>Y has a canonical and universal factorization X>E>Y where the first morphism is a closed embedding and the second is etale (but not separated).
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Paper References
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Definition
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Properties
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Standard theorems
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Open Problems
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Connections to Number Theory
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Computations and Examples
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History and Applications
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Some Research Articles
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Other Information
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Comments Posted
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