Results 51 to 60 of about 52,388 (182)
A compiled hyperplane distribution is considered in an n-dimensional projective space . We will briefly call it a -distribution. Note that the plane L(A) is the distribution characteristic obtained by displacement in the center belonging to the L ...
Yu. I. Popov
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Anti-selfdual Connections On The Quantum Projective Plane: Instantons
We study one-instantons, that is anti-selfdual connections with instanton number 1, on the quantum projective plane with orientation which is reversed with respect to the usual one. The orientation is fixed by a suitable choice of a basis element for the
D'Andrea, Francesco, Landi, Giovanni
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Half-Symmetric Connections of Generalized Riemannian Spaces
In this article, we generalize Yano’s concept of a half-symmetric affine connection. With respect to this generalization, we obtain five linearly independent curvature tensors. In the following, we examine which special kinds of affine connections may be
Marko Stefanović +3 more
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USING PARAMETERS OF DYNAMIC PULSE FUNCTION FOR 3D MODELING IN LOD3 BASED ON RANDOM TEXTURES [PDF]
The pulse function (PF) is a technique based on procedural preprocessing system to generate a computerized virtual photo of the façade with in a fixed size square(Alizadehashrafi et al., 2009, Musliman et al., 2010).
B. Alizadehashrafi
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By Youth activists from Chicago, Detroit, San Francisco ...
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4-connected projective-planar graphs are Hamiltonian-connected
zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Kawarabayashi, Ken-ichi, Ozeki, Kenta
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Holonomy and Projective Equivalence in 4-Dimensional Lorentz Manifolds
A study is made of 4-dimensional Lorentz manifolds which are projectively related, that is, whose Levi-Civita connections give rise to the same (unparameterised) geodesics. A brief review of some relevant recent work is provided and a list of new results
David P. Lonie, Graham S. Hall
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Moduli spaces of d-connections and difference Painleve equations [PDF]
We show that difference Painleve equations can be interpreted as isomorphisms of moduli spaces of d-connections on the projective line with given singularity structure. We also derive a new difference equation.
Arinkin, D., Borodin, A.
core
Parallel transports in the connections of three types for cocongruence K(n-m)m
We continue to study the cocongruence of -dimensional planes using the Cartan — Laptev method. In an -dimensional projective space , the cocongruence of -dimensional planes can be given by the following equations .
Belova O. O.
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On split quasi-hereditary covers and Ringel duality
In this paper, we develop two new homological invariants called relative dominant dimension with respect to a module and relative codominant dimension with respect to a module.
Tiago Cruz
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