Infinitesimal natural and gauge-natural lifts are defined as special "systems" of vector fields on a fibred manifold p:E→B. (Infinitesimally) natural and gauge-natural operators are defined via the commutativity with Lie derivatives.
Infinitesimal natural and gauge natural lifts / J. JANYSKA; M. MODUGNO. - In: DIFFERENTIAL GEOMETRY AND ITS APPLICATIONS. - ISSN 0926-2245. - STAMPA. - 2:(1992), pp. 99-122. [10.1016/0926-2245(92)90028-L]
Infinitesimal natural and gauge natural lifts
MODUGNO, MARCO
1992
Abstract
Infinitesimal natural and gauge-natural lifts are defined as special "systems" of vector fields on a fibred manifold p:E→B. (Infinitesimally) natural and gauge-natural operators are defined via the commutativity with Lie derivatives.
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