finsler geometry, hypercomplex numbers and physics
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"Hypercomplex Numbers in geometry and Physics" 2 (10), Vol 5, 2008
j010

Content of Issue is in the theme. The journal in one file is below.


2008jbz


English: Russian:
10-01.pdf, 763,712 Kb, PDF


2008jby


English: Russian:
10-02.pdf, 744,146 Kb, PDF


2008jbx


English: Russian:
10-03.pdf, 767,26 Kb, PDF

The equations of electromagnetism in some special anisotropic spaces
2008jbw | Nicoleta Brinzei & Sergey Siparov  // Transilvania University, Brasov, Romania \\ Academy of Civil Aviation, St. Petersburg, Russia; nico.brinzei@rdslink.ro, sergey@siparov.ru

We show that anisotropy of the space naturally leads to new terms in the expression of Lorentz force, as well as in the expressions of currents.


English: Russian:
10-04.pdf, 635,326 Kb, PDF

On the possibility of the OMPR effect in spaces with Finsler geometry. Part II
2008jbv | Nicoleta Brinzei & Sergey Siparov   // Transilvania University, Brasov, Romania \\ Academy of Civil Aviation, St. Petersburg, Russia; nico.brinzei@rdslink.ro, sergey@siparov.ru

As a continuation of the ideas in our last work, we determine a new solution for Einstein equations in vacuum for linearly approximable anisotropic perturbations of flat Minkowski and Berwald-Moor Finslerian metric. Also, we determine the effective expressions for geodesics and eikonal for small anisotropic perturbations of Minkowski and Berwald-Moor metrics and the changes of the OMPR conditions for the two models. This could in principle provide the possibility to study the anisotropic properties of space-time in our galaxy.


English: Russian:
10-05.pdf, 626,743 Kb, PDF


2008jbu


English: Russian:
10-06.pdf, 621,257 Kb, PDF


2008jbt


English: Russian:
10-07.pdf, 643,735 Kb, PDF


2008jbs


English: Russian:
10-08.pdf, 835,492 Kb, PDF

Spectral properties and applications of the numerical multilinear algebra of m-root structures
2008jbr | V. Balan  // University Politehnica of Bucharest, Faculty of Applied Sciences; vbalan@mathem.pub.ro

In the framework of supersymmetric tensors and multivariate homogeneous polynomials, the talk discusses the 4-th order Berwald-Moor case. The eigenvalues and eigenvectors are determined; the recession and degeneracy vectors, characterization points, rank, asymptotic rays, base index, are studied. As well, the best rank-one approximation is derived, relations to the Berwald-Moor poly-angles are pointed out, and a brief outlook on real-world applications is provided.


English: Russian:
10-09.pdf, 603,396 Kb, PDF


2008jbq


English: Russian:
10-10.pdf, 518,384 Kb, PDF


2008jbp


English: Russian:
10-11.pdf, 559,827 Kb, PDF


2008jbo


English: Russian:
10-12.pdf, 543,342 Kb, PDF


2008jbn


English: Russian:
10-13.pdf, 789,5 Kb, PDF


2008jbm


English: Russian:
10-14.pdf, 572,875 Kb, PDF


2008jbl


English: Russian:
10-15.pdf, 694,249 Kb, PDF


2008jbk


English: Russian:
10-16.pdf, 897,706 Kb, PDF

Journal in one file :


English: Russian:
main-10.pdf, 2271,226 Kb, PDF

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