TITLE:
Property of Tensor Satisfying Binary Law
AUTHORS:
Koji Ichidayama
KEYWORDS:
Tensor Covariant Derivative
JOURNAL NAME:
Journal of Modern Physics,
Vol.8 No.6,
May
31,
2017
ABSTRACT: I report the reason why Tensor satisfying Binary Law has relations toward physics in this article. Q: The n th-order covariant derivative of the Vector {Aμ, Aμ}:(n=1) satisfying Binary Law. R: The n th-order covariant derivative of the Vector {Aμ, Aμ}:(n≥2) satisfying Binary Law. I have reported in other articles about Q. I report R in this article. I obtained the following results in this. I got the conclusion that derived function became 0. The derived function becoming 0 in the n th-order covariant derivative of the covariant vector Aμ here in the case of n=2. Similarly, in the n th-order covariant derivative of the contravariant vector Aμ in the case of n=4 .