There is a parallel here with the cross product. If you construct a matrix
A = [[1 1 1],[--u--],[--v--]]
then det(A) = sum(u x v). I wonder what the implications are for this.
There is a parallel here with the cross product. If you construct a matrix
A = [[1 1 1],[--u--],[--v--]]
then det(A) = sum(u x v). I wonder what the implications are for this.