1
Department of Mathematics and Computer Science West University of Timic{s}oara Bld. V. P^{a}rvan no. 4, 300223, Timic{s}oara, Romania
2
Faculty of Mathematics University "Al. I. Cuza" P.O. Box 700506, Iasi, Romania
Abstract
Two types of properties for linear connections (natural and almost paracontact metric) are discussed in almost paracontact metric geometry with respect to four linear connections: Levi-Civita, canonical (Zamkovoy), Golab and generalized dual. Their relationship is also analyzed with a special view towards their curvature. The particular case of an almost paracosymplectic manifold gives a major simplification in computations since the paracontact form is closed.
Blaga, A. M., & Crasmareanu, M. (2015). Special connections in almost paracontact metric geometry. Bulletin of the Iranian Mathematical Society, 41(6), 1345-1353.
MLA
Blaga, A. M., & Crasmareanu, M. "Special connections in almost paracontact metric geometry", Bulletin of the Iranian Mathematical Society, 41, 6, 2015, 1345-1353.
HARVARD
Blaga A. M., Crasmareanu M. (2015). 'Special connections in almost paracontact metric geometry', Bulletin of the Iranian Mathematical Society, 41(6), pp. 1345-1353.
CHICAGO
A. M. Blaga & M. Crasmareanu, "Special connections in almost paracontact metric geometry," Bulletin of the Iranian Mathematical Society, 41 6 (2015): 1345-1353,
VANCOUVER
Blaga A. M., Crasmareanu M. Special connections in almost paracontact metric geometry. BIMS. 2015;41(6):1345-1353.
