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Titlebook: Vegetables I; Asteraceae, Brassica Jaime Prohens,Fernando Nuez Book 2008 Springer-Verlag New York 2008 Asteraceae.Brassicaceae.Chenopodiace

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Irwin L. Goldman,John P. NavazioLet . denote a connected reductive algebraic group over a field . of prime characteristic .. The basic problem in the representation theory of .. to determine the characters of the simple .-modules. The last decades have seen a lot of activity focused on finding ways to solve this problem.
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Todd C. WehnerWe propose a new construction for the multiplication algorithm of D.V. and G.V. Chudnovsky in order to improve scalar algebraic complexity. In particular, we improve the Baum-Shokrollahi construction for multiplication in . based on the elliptic Fermat curve ..
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Beiquan Mouiants from that standpoint alone. We show that the class of varieties under consideration has a Chow group of codimension two cycles, .. (.) Furthermore, by analyzing the singular fibers of the threefold we are able to show that the Prym variety of this threefold is isomorphic to the Intermediate Jacobian.
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Summer Squashshort-season crop best adapted to temperate and subtropical regions. In the New World tropics, some . Duchesne are grown for their edible immature fruits. Some . Duchesne are also grown for this purpose in South America.
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Sergio Lanteri,Ezio Portisoth projective surface .). Let ∑. be the linear system of curves cut out on . by the hypersurfaces of . of degree .; in other words ∑. corresponds to the image of the canonical map . (where . is the pull-back, via the normalization morphism ., of the generic hyperplane section .′ of .).
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