About this document
Proofs of Simple Tensor Properties by Jaco Greeff is a document available to read on EtoBox.
This document proves two assertions about dual tensors: 1. A tensor αrs is simple (i.e. αrs is a product of Kronecker deltas) if and only if α[rsαu]v = 0. 2. If tensors ψ and α are dual, then ψr..tu αuv...w = 0 if and only if ψ and α are simple. The proof uses properties of the Levi-Civita symbol to relate the dual tensors to their simple forms.
- Author
- Jaco Greeff
- Language
- EN