Permutation Tensor
A Pseudotensor which is Antisymmetric under the interchange of any two slots. Recalling the definition of thePermutation Symbol in terms of a Scalar Triple Product of the Cartesian unit vectors,
 | (1) |
 |  |  | (2) |
 | |  | (3) |
where
 | (4) |
, where 
is the Metric Tensor. 
is Nonzero Iff the Vectors are Linearly Independent.See also Permutation Symbol, Scalar Triple Product- Chern Class
- Chern Number
- Chernoff Face
- Chess
- Chessboard
- Chevalley Groups
- Chevalley's Theorem
- Chevron
- Chi
- Chi Distribution
- Chi Inequality
- Child
- Chinese Hypothesis
- Chinese Remainder Theorem
- Chinese Rings
- Chiral
- Chi-Squared Distribution
- Chi-Squared Test
- Choice Axiom
- Choice Number
- Cholesky Decomposition
- Choose
- Choquet Theory
- Chord
- Chordal