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Obstruction Calculus for Functors of Artin Rings, I

โœ Scribed by Barbara Fantechi; Marco Manetti


Book ID
102576102
Publisher
Elsevier Science
Year
1998
Tongue
English
Weight
340 KB
Volume
202
Category
Article
ISSN
0021-8693

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โœฆ Synopsis


In this paper we define and study obstruction theories for morphisms of functors of Artin rings. We prove the existence of a universal obstruction theory, and we give explicit criteria for completeness and for linearity. As applications, we extend several results in the literature, removing the finite-dimensionality of the tangent space and the existence of a vector space of obstructions from the assumptions.


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GiiP take the truth-values x , y , f ( x , y), gif(x) respectively then2) l) A. ROSE, Sur un ensemble de foncteurs primitifs pour le calcul propositionnel 21, m valeurs \*) The operation "+"' is defined as in the previous paper. The operation " x "' is defined lequel constitue son propre m-al, Comp