Relations between constants of motion and conserved functions

Josef Janyška

Displaying similar documents to “Relations between constants of motion and conserved functions”

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Some modified connection structures associated with the Finslerian gravitational field.

Ikeda, Satoshi, Anastasiei, Mihai (2006)

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Non-standard applications of the Łojasiewicz-Simon theory: Stabilization to equilibria of solutions to phase-field models

Eduard Feireisl, Hana Petzeltová (2008)

Banach Center Publications

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This is a survey of results on the long-time behavior of solutions to phase-field models and related problems. The central idea is based on several non-standard applications of the Łojasiewicz-Simon theory.

Hidden symmetries of the gravitational contact structure of the classical phase space of general relativistic test particle

Josef Janyška (2014)

Archivum Mathematicum

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The phase space of general relativistic test particle is defined as the 1-jet space of motions. A Lorentzian metric defines the canonical contact structure on the odd-dimensional phase space. In the paper we study infinitesimal symmetries of the gravitational contact phase structure which are not generated by spacetime infinitesimal symmetries, i.e. they are hidden symmetries. We prove that Killing multivector fields admit hidden symmetries of the gravitational contact phase structure...

On geodesic motion around magnetized black holes

V. Karas, Martin Šolc, Michael Wolff (1989)

Acta Universitatis Carolinae. Mathematica et Physica

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