finsler geometry, hypercomplex numbers and physics
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Prizes & Competitions

JET RIEMANN-HAMILTON GEOMETRIZATION FOR THE CONFORMAL DEFORMED BERWALD-MOOR QUARTIC METRIC DEPENDING ON MOMENTA
2012jdq | Oana Alexandru, Neagu Mircea  // Transilvania University, Brasov, Romania, alexandru.oana@unitbv.ro, mircea.neagu@unitbv.ro

In this paper we expose on the dual 1-jet space J1*(R,M^4) the distinguished (d-) Riemannian geometry (in the sense of d-connection, d-torsions, d-curvatures and some gravitational-like and electromagnetic-like geometrical models) for the (t,x)-conformal deformed Berwald-Moor Hamiltonian metric of order four.


English: Russian:
hngp17_4_oananeagu.pdf, 134,244 Kb, PDF

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