Quick search
Go!

INFINITESIMAL MOTIONS OF THE METRICAL 2 − π STRUCTURES ON THE TANGENT BUNDLE


VICTOR BLĂNUŢĂ, VALER NIMINEŢ
“Vasile Alecsandri” University of Bacău, Faculty of Sciences, Department of Mathematics and Informatics, Spiru Haret 8, 600114 Bacău, ROMANIA, e-mail: vblanuta@ub.ro, valern@ub.ro

Issue:

SSRSMI, Number 2, Volume XIX

Section:

Volume 19, Number 2

Abstract:

We define the notion of almost metrical 2 − π structure on the tangent bundle and study the main properties of such a structure. We study here the existence and arbitrariness of a d-connection FΓ(N) and determine all these connections. Finally we determine the infinitesimal motions of this structure and study the properties of these motions.

Keywords:

metrical almost 2 − π structure, metrical almost 2 − π d-connection, infinitesimal transformation, infinitesimal motion.

Code [ID]:

SSRSMI200902V19S01A0007 [0003119]

Full paper:

Download pdf


Copyright (c) 1995-2007 University of Bacu