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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。 | |
We also prove cohomology vanishing results for line bundles on the compactification.
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For a classical semisimple Lie algebra, we construct equivariant line bundles whose global sections afford representations with a nilpotentp-character.
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The main part of the work deals with abstract Higgs bundles; in the last two sections we derive the applications to Higgs bundles valued in a line bundle K and to bundles on elliptic fibrations.
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We give a representation-theoretic interpretation of this number as the exponent of growth for multiplicities of simple G-modules in the spaces of sections of homogeneous line bundles on G/H.
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Cohomology of line bundles on Schubert varieties-I
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The Calderón reproducing formula, windowed X-ray transforms, and radon transforms in LP-spaces
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The case k=1, μ∈? corresponds to the exponential X-ray transform arising in single photon emission tomography.
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Here, we report using the estrogen receptor that the location of drugs in x-ray crystal structures of the receptors matches closely their predicted spatial locations in the DNA.
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Different from rational quadratic Bézier curves, the value is generally related with the location of the ray, and the necessary and sufficient condition of the ratio being independent of the ray's location is showed.
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one vertex, the points that the ray from the initial vertex intersects respectively with the curve segment, the line connecting the segments end points, and the line connecting the two neighboring vertexes.
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In the case of 4-dimensional anticommutative algebras a construction is given that links the associated cubic surface and the 27 lines on it with the structure of subalgebras of the algebra.
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Affine lines on ?-homology planes with logarithmic Kodaira dimension -∞
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Affine lines on ${\mathbb Q}$-homology planes and group actions
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We show the role of group actions in the classification of affine lines on ${\mathbb Q}$-homology
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Let S be a band in Z2 bordered by two parallel lines that are of equal distance to the origin.
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Reductive group actions on affine quadrics with 1-dimensional quotient: Linearization when a linear model exists
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Such an action is called linearizable if it is equivalent to the restriction of a linear orthogonal action in the ambient affine space of the quadric.
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A linear model for a given action is a linear orthogonal action with the same orbit types and equivalent slice representations.
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We prove that if a reductive group action on an affine quadric with a 1-dimensional quotient has a linear model, then the action is linearizable.
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We find presentations for the irreducible crystallographic complex reflection groupsW whose linear part is not the complexification of a real reflection group.
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