Results 81 to 89 of about 2,707 (89)

Integrability of ideals in Grassman algebras on differentiable manifolds and some of its applications

Ukrainian Mathematical Journal, 1985
Translation from Ukr. Mat. Zh. 36, No.4, 451-456 (Russian) (1984; Zbl 0552.58003).
Mitropol'skij, Yu. A., Prikarpatskij, A. K., Samojlenko, V. Gr.   +2 more
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Grassman–Cayley algebra for modelling systems of cameras and the algebraic equations of the manifold of trifocal tensors

Philosophical Transactions of the Royal Society of London. Series A: Mathematical, Physical and Engineering Sciences, 1998
Summary: We show how to use the Grassmann-Cayley algebra to model systems of one, two and three cameras. We start with a brief introduction of the Grassmann-Cayley or double algebra and proceed to demonstate its use for modelling systems of cameras. In the case of three cameras, we give a new interpretation of the trifocal tensors and study in detail ...
Faugeras, Olivier, Papadopoulo, Théodore   +1 more
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A Theory for Learning by Weight Flow on Stiefel-Grassman Manifold

Neural Computation, 2001
Recently we introduced the concept of neural network learning on Stiefel-Grassman manifold for multilayer perceptron—like networks. Contributions of other authors have also appeared in the scientific literature about this topic. This article presents a general theory for it and illustrates how existing theories may be explained within the general ...
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Tensor of nonabsolute displacements on Grassman-like manifold of centered planes

Journal of Mathematical Sciences, 2011
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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Derived category of coherent sheaves on Grassman manifolds

Functional Analysis and Its Applications, 1983
Announcement of the paper reviewed below.
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Connections in fiberings associated with the Grassman manifold and the space of centered planes

Journal of Mathematical Sciences, 2009
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
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On the fixed point properties of Grassman manifolds

1976
In this thesis we show that for n even, the Grassman manifolds CG₃,[sub n] have the fixed point property and that CG₃,[sub 4] has Lusternik - Schnirelmann Category 13.
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On the Tangent Bundle of a Grassman Manifold

American Journal of Mathematics, 1964
Hsiang, W. C., Szczarba, R. H.
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Finite group actions on Grassman manifolds

1983
Henry H. Glover, Guido Mislin
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