312 research outputs found

    Victor Grassmann, Die erotischen Epoden des Horaz

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    Knecht Daniel. Victor Grassmann, Die erotischen Epoden des Horaz. In: L'antiquité classique, Tome 35, fasc. 2, 1966. pp. 653-655

    Victor Grassmann, Die erotischen Epoden des Horaz

    No full text
    Knecht Daniel. Victor Grassmann, Die erotischen Epoden des Horaz. In: L'antiquité classique, Tome 35, fasc. 2, 1966. pp. 653-655

    Grassmann and flag manifolds

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    Title: Grassmann and flag manifolds Author: Jakub Eliáš Department: Matematický ústav Univerzity Karlovy Supervisor: Mgr. Lukáš Krump, Ph.D., Matematický ústav Univerzity Karlovy Abstract: This bachelor thesis deals with describing Grassmann and flag man- ifolds as smooth manifolds with their properties. In order to do so we use Lie group theory to introduce a way to construct a smooth atlas on a general quo- tient of a Lie group and its closed Lie subgroup. The thesis consists of two parts. In the first part we summarize needed basics of Lie group theory, we introduce the quotient of a Lie group and its closed Lie subgroup and describe a means how to express it as a homogeneous space. In the second part we introduce the Grassmann manifolds and flag manifolds (which we break up to complete and partial ones) and express both types of them as homogeneous spaces. Keywords: Grassmann manifold, flag manifold, homogeneous space, isotropy group

    La fuerza de Ampère-Grassmann-Lorentz

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    En este artículo tratamos uno de los temas fundamentales del electromagnetismo clásico: la fuerza magnética entre elementos de corriente. Exploramos en profundidad las leyes de Biot-Savart, Ampère, Grassmann y Lorentz para finalmente encontrar una serie de relaciones matemáticas intrínsecas entre ellas. Intentamos, además, reconciliar el no-cumplimiento de la fuerza de acción-reacción de las leyes de Grassmann y Lorentz con las teorías de Maxwell

    Kernels for Grassmann flops

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    We develop a generalization of the Q-construction of the first author, Diemer, and the third author for Grassmann flips. This generalization provides a canonical idempotent kernel on the derived category of the associated global quotient stack. The idempotent kernel, after restriction, induces a semi-orthogonal decomposition which compares the flipped varieties. Furthermore its image, after restriction to the geometric invariant theory semistable locus, "opens" a canonical "window" in the derived category of the quotient stack. We check this window coincides with the set of representations used by Kapranov to form a full exceptional collection on Grassmannians

    Grassmann Discriminant Analysis: a Unifying View on Subspace-Based Learning

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    In this paper we propose a discriminant learning framework for problems in which data consist of linear subspaces instead of vectors. By treating subspaces as basic elements, we can make learning algorithms adapt naturally to the problems with linear invariant structures. We propose a unifying view on the subspace-based learning method by formulating the problems on the Grassmann manifold, which is the set of fixed-dimensional linear subspaces of a Euclidean space. Previous methods on the problem typically adopt an inconsistent strategy: feature extraction is performed in the Euclidean space while non-Euclidean distances are used. In our approach, we treat each subspace as a point in the Grassmann space, and perform feature extraction and classification in the same space. We show feasibility of the approach by using the Grassmann kernel functions such as the Projection kernel and the Binet-Cauchy kernel. Experiments with real image databases show that the proposed method performs well compared with state-of- the-art algorithms

    Para-Grassmann Variables and Coherent States

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    The definitions of para-Grassmann variables and q-oscillator algebras are recalled. Some new properties are given. We then introduce appropriate coherent states as well as their dual states. This allows us to obtain a formula for the trace of a operator expressed as a function of the creation and annihilation operators

    Para-Grassmann variables and coherent states

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    The definitions of para-Grassmann variables and q-oscillator algebras are recalled. Some new properties are given. We then introduce appropriate coherent states as well as their dual states. This allows us to obtain a formula for the trace of a operator expressed as a function of the creation and annihilation operators.Facultad de Ciencias Exacta

    Para-grassmann variables and coherent states

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    The definitions of para-grassmann variables and qq-oscillator algebras are recalled. Some new properties are given. We then introduce appropriate coherent states as well as their dual states. This allows us to obtain a formula for the trace of a operator expressed as a function of the creation and annihilation operators

    Sobre la viabilidad de la señalización con Grassmann múltiples y su comparación con técnicas coherentes

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    This master thesis deals with the practical aspects of implementation of signaling based on Grassmann Manifold and its performance when compared with coherent MIMO techniques, not only in open-loop but also in closed loop.Esta tesina aborda los aspectos prácticos de implementación de la señalización basada en Grassmann Manifold y sus prestaciones al compararse con técnicas MIMO coherentes, no sólo en bucle abierto sino también en bucle cerrado.Kadechkar, A. (2016). Sobre la viabilidad de la señalización con Grassmann múltiples y su comparación con técnicas coherentes. https://riunet.upv.es/handle/10251/80470.TFG
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