This operation is generally equivalent to the wedge product, which is also characterized by anticommutativity and multilinearity. The differential of this operation can be calculated by Jacobi's formula. If it equals zero, its associated object is singular; otherwise, its as
This operation is generally equivalent to the wedge product, which is also characterized by anticommutativity and multilinearity. The differential of this operation can be calculated by Jacobi's formula. If it equals zero, its associated object is singular; otherwise, its associated object is invertible. The Wronskian is a special case of this operation, which is sometimes evaluated using Sylvester's theorem. For the two-by-two matrix "a b c d", it is equal to "a times d" minus "b times c." For 10 points, name this operation performed on square matrices, abbreviated "det."
This operation is generally equivalent to the wedge product, which is also characterized by anticommutativity and multilinearity.
determinant of a matrix [accept det before mentioned]