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  • Fundamental Journal of Mathematics and Applications
  • Volume:1 Issue:1
  • A horizontal endomorphism of the canonical superspray

A horizontal endomorphism of the canonical superspray

Authors : Esmaeil AZİZPOUR, Mohammad Hassan ZARİFİ
Pages : 18-24
Doi:10.33401/fujma.404797
View : 17 | Download : 11
Publication Date : 2018-06-30
Article Type : Research Paper
Abstract :Giving up the homogeneity condition of a Lagrange superfunction, we prove that there is a unique horizontal endomorphism $h$ insert ignore into journalissuearticles values(nonlinear connection); on a supermanifold ${\mathcal{M}},$ such that $h$ is conservative and its torsion vanishes. There are several examples for nonhomogeneous Lagrangians such that this result is not true.
Keywords : Horizontal endomorphism, Riemann Finsler supermetric, Superspray

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