منابع مشابه
Limits of Cartier Divisors
Consider a local one-parameter family of Noetherian schemes. More precisely, let f : X → S be a flat map of Noetherian schemes, where S stands for the spectrum of a discrete valuation ring. Let s and η denote the special and generic points of S; putXs := f (s) andXη := f (η). Assume thatXs is of pure dimension and has no embedded components. Let D be an effective Cartier divisor of X. View it a...
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T h i s paper describes C A B O T , a case-based syst e m t h a t is able to ad jus t i ts re t r ieva l and adapt a t i o n met r ics , in a d d i t i o n to s to r ing cases. I t has been app l ied to the game of OTHELLO. Exper iments show t h a t C A B O T saves a b o u t ha l f as many cases as s imi la r systems t h a t do no t ad jus t the i r re t r ieva l and a d a p t a t i o n mechani...
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Throughout this paper Y will denote a complete, nonsingular, and irreducible algebraic curve of genus g > 0 over the algebraically closed field k of characteristic p. Eventually we will assume that g ≥ 2. Denote by W the g-dimensional k-vector space of regular differentials of Y/k, which is just the vector space H(Y,ΩY/k). Also let K(Y ) denote the function field of Y , and let ΩK(Y )/k be the ...
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In this paper we obtain the Cartier duality for k-schemes of commutative monoids functorially without providing the vector spaces of functions with a topology (as in [DGr, Exposé VIIB by P. Gabriel, 2.2.1]), generalizing a result for finite commutative algebraic groups by M. Demazure & P. Gabriel ([DG, II, §1, 2.10]). All functors we consider are functors defined over the category of commutativ...
متن کاملHoffman, Sebastian
meaning. The first OEC entry for this item, “Þhan may Þe saules in purgatory, By way of grace specialy, be delivered of pyn” (67) dates from 1340. Not until the eighteenth century are found such uses as, “I ... left the city by way of the Bowery” (OED, 1787, 69), in which the meaning is concrete, as a ‘path’ or ‘route’. This item demonstrates how the corpus approach in this study make possible ...
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ژورنال
عنوان ژورنال: Recherches sociographiques
سال: 1961
ISSN: 0034-1282,1705-6225
DOI: 10.7202/055084ar