Publication detail

Hamiltonian structure of the Yang-Mills functional

Authors: Paták Aleš

Year: 2011

Type of publication: článek v odborném periodiku

Name of source: Differential Geometry and Its Applications

Publisher name: Elsevier Science BV

Place: Amsterdam

Page from-to: 251-254

Titles:

Language	Name	Abstract	Keywords
cze	Struktura Hamiltonianu Yang-Millsových funkcionálů	Hamiltonovy rovnice založené na obecném Lepagianu, který je ekvivalentní Yang-Millsovu Lagrangianu, jsou zkoumány. Regularizace Yang-Millsova Lagrangianu, který je singulární vzhledem k základním podmínkám regularity je odvozena.	Lagrangian; Lepagian; Hamiltonovy rovnice; Legendrova transformace; Yang-Millsovo pole
eng	Hamiltonian structure of the Yang-Mills functional	Hamilton equations based upon a general Lepagean equivalent of the Yang-Mills Lagrangian are investigated. A regularization of the Yang-Mills Lagrangian which is singular with respect to the standard regularity conditions is derived.	Lagrangian; Lepagean form; Hamilton equations; Legendre transformation; Yang-Mills field

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