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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。 | |
In this paper we present an explicit formula for the twistors in the form of an infinite product of the universalR matrix ofUq(g).
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These are analogous to "fusion rules" in tensor product decomposition and their derivation obtains from an analysis of theR-matrix.
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In general, such a tensor product is no longer irreducible.
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A fundamental question is how the irreducible components are embedded in the tensor product.
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A special component of the tensor product is the so-called Cartan component Vλ+μ which is the component with maximal highest weight.
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We study tensor products Vλ ? Vμ of irreducible representations of a connected, simply-connected, complex reductive group G.
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We propose a representation theoretic explanation of a link between the intertwining operators on the tensor products of ${\rm Y}(\mathfrak{gl}_n)$-modules, and the "extremal cocycle" on the Weyl group of $\mathfrak{gl}_m$ defined by D.
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On discrete frames associated with semidirect products
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The Fourier transform of any interpolating function can be computed through products of matrices of order 2 or 3.
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The main arguments for these results come from Paley-Wiener-Schwartz theorem on the characterization of the Fourier transforms of distributions with compact support and a theorem of Artzrouni about convergent products of matrices.
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PRODUCTION OF ANTIBACTERIAL AND ANTIFUNGAL METABOLITES BY STREPTOMYCES VIOLACEUSNIGER AND MEDIA OPTIMIZATION STUDIES FOR THE MAX
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Production medium was optimized for antibiotic production.
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The uniqueness of the geodesic by its initial values severely restricts the choice of the fiber path and is an obstacle to the production of optimized structures.
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Under a kind of utility function and production function, we prove that these conditions are satisfied and the economy at least has an optimal growth path.
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This paper formulates a kind of dynamical macro-economic model based on Sidrauski's work, then presents the sufficient and necessary conditions of the stability of model at equilibrium states, and shows some results for special production functions.
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For char k = 0, it is shown that if n is odd, adj(X) is not the product of two noninvertible n × n matrices over k[xij], while for n even, only one special sort of factorization occurs.
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We show that ${\mathcal M}(G,R)$ is a symmetric tensor category, i.e., the motive of the product of two projective homogeneous G-varieties is a direct sum of twisted motives of projective homogeneous G-varieties.
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We provide a direct computational proof of the known inclusion ${\cal H}({\bf R} \times {\bf R}) \subseteq {\cal H}({\bf R}^2),$ where ${\cal H}({\bf R} \times {\bf R})$ is the product Hardy space defined for example by R.
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The classical Hecke identity gives the Fourier transform of the product of a homogeneous harmonic polynomial h times the Gaussian e-1/2>amp;lt;...>amp;gt;.
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The relations between a fuzzy dot ideal (fuzzy dot H-ideal) in BCH-algebras and a fuzzy dot ideal (fuzzy dot H-ideal) in the product algebra of BCH-algebras are given.
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