Elementwise products of linear combinations:

Dot products of linear combinations:

ArrayDot products of linear combinations:

TensorProduct of linear combinations:

KroneckerProduct of linear combinations:

TensorWedge of linear combinations:

Cross product of linear combinations:

Tr of linear combinations:

TensorContract of linear combinations:

HodgeDual of linear combinations:

Transpose of linear combinations:

ConjugateTranspose of linear combinations:

Transpose, Conjugate and ConjugateTranspose:

Simplifications of TensorProduct:

Simplifications of TensorWedge:

Tr of Transpose, Conjugate and ConjugateTranspose:

Conjugate of array operations:

Conjugate and ConjugateTranspose of elementary functions:

Transpose of Listable mathematical functions:

Dot product of TensorProduct:

Commutativity of scalar-valued ArrayDot:

Simplifications of SymbolicIdentityArray:

Inverse:

PseudoInverse:

Adjugate:

MatrixPower:

Inverse, MatrixPower, PseudoInverse and Adjugate of a scalar multiple:

Inverse and Adjugate of Dot products:

Transpose, Conjugate and ConjugateTranspose of Inverse, Adjugate and PseudoInverse:

Transpose, Conjugate and ConjugateTranspose of MatrixPower:

Transpose, Conjugate and ConjugateTranspose of MatrixExp:

Transpose and ConjugateTranspose of Dot products:

Negative exponent MatrixPower of a Dot product:

Tr of Dot products:

Det composed with matrix operations:

Det of Dot products:

Matrix operations with KroneckerProduct arguments:

MatrixExp:

Transpose of a vector:

Dot products of vectors and matrices:

Transpose of KroneckerProduct:

Cross products:

Specify assumptions using the assumptions argument:

Use the Assumptions option:

Use Assuming to specify default assumptions: