|Maintainer||Alberto Ruiz <email@example.com>|
The exterior (wedge) product of two tensors. Obtains the union of subspaces.
Implemented as the antisymmetrization of the tensor product.
|Euclidean inner product of multivectors.
|The full antisymmetric tensor of rank n (contravariant version).
Inner product of a r-vector with the whole space.
dual t = inner (leviCivita n) t
The "meet" operator. Obtains the intersection of subspaces.
a \/ b = dual (dual a /\ dual b)
Extract a compact multivector representation from a full antisymmetric tensor.
asMultivector = Multivector.fromTensor.
(We do not check that the tensor is actually antisymmetric.)
|Create an explicit antisymmetric Tensor from the components of a Multivector of a given grade.
|Produced by Haddock version 2.6.0|