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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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As a result, this provides new examples of weakly symmetric spaces that are nonsymmetric, including those already discovered by Selberg (cf.
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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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New type Paley-Wiener theorems for the modified multidimensional Mellin transform
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New type Paley-Wiener theorems for the modified multidimensional Mellin and inverse Mellin transforms are established.
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Based on the combination of fractional calculus with fractal functions, a new type of functions is introduced; the definition, graph, property and dimension of this function are discussed.
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A set game, in which the worth of a coalition is expressed by a set instead of a real number, is a new type of cooperative game.
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The conic model method is a new type of method with more information available at each iteration than standard quadratic-based methods.
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In this article we introduce a novel method of representing signals on Sn.
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Novel Mechanisms of Drug Action: Functional Selectivity at D2 Dopamine Receptors
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The Design and Synthesis of a Novel, Orally Active, Selective ETA Antagonist
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Synthesis and Microbiological Evaluation of Novel [N-Acetyl-2,6-Diarylpiperidin-4-YL]-5-Spiro-4-Acetyl-2-(Acetylamino)-Δ2-1,3,4-
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Beginnings have been made by firms and research organizations to confront the challenges ahead by increasing R>amp;amp;D investment, patenting activity and adopting novel strategies.
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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.
|
|
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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