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|  | | 为了更好的帮助您理解掌握查询词或其译词在地道英语中的实际用法,我们为您准备了出自英文原文的大量英语例句,供您参考。 | |
From it, we recover Joseph and Letzter's result by a kind of "quantum duality principle".
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A kind of direct methods is presented for the solution of optimal control problems with state constraints.
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A kind of domain decomposition that uses the finite element procedure is given.
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This paper analyses a mathematical model of the pattern formation on the shell of molluscs which is actually a kind of reaction-diffusion system.
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However, all the characterizations are much related to the graphic method which was found by Chinese for solving a kind of the transportation problem in the fifties.
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From it, we recover Joseph and Letzter's result by a kind of "quantum duality principle".
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| 例句来源 | |
A kind of direct methods is presented for the solution of optimal control problems with state constraints.
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| 例句来源 | |
A kind of domain decomposition that uses the finite element procedure is given.
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| 例句来源 | |
This paper analyses a mathematical model of the pattern formation on the shell of molluscs which is actually a kind of reaction-diffusion system.
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However, all the characterizations are much related to the graphic method which was found by Chinese for solving a kind of the transportation problem in the fifties.
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In the case of 3-dimensional commutative algebras a new proof of a recent theorem of Katsylo and Mikhailov about the 28 bitangents to the associated plane quartic is given.
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We present a new family of discrete subgroups ofSO (5, 1) isomorphic to lattices inSO (3, 1).
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A new approach to standard monomial theory for classical groups
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As an immediate application we obtain a new proof of the main theorem of standard monomial theory for classical groups.
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We also use known results about canonical bases forUq2 to get a new proof of recurrent formulas for KL polynomials for maximal parabolic subgroups (geometrically, this case corresponds to Grassmannians), due to Lascoux-Schützenberger and Zelevinsky.
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The theory is applied to the case of cubic hypersurfaces, which is the one most relevant to special geometry, obtaining the solution of the two classification problems and the description of the corresponding homogeneous special K?hler manifolds.
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Well known wonderfulG-varieties are those of rank zero, namely the generalized flag varietiesG/P, those of rank one, classified in [A], and certain complete symmetric varieties described in [DP] such as the famous space of complete conics.
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[M]) for the symplectic case and Berndt and Vanhecke [BV1] for the rank-one case.
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In the present article we propose a more detailed proof of this fact than the one given by Varagnolo and Vasserot.
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The first one is a conjecture of Ian Hughes which states that iff1, ..., fn are primary invariants of a finite linear groupG, then the least common multiple of the degrees of thefi is a multiple of the exponent ofG.
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