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Hello, I am supposed to prove that the determinant of a second order tensor (a matrix) is equal to the following:
det[A] = [tex]\frac{1}{6} \epsilon_{ijk} \epsilon_{pqr} A_{pi} A_{qj} A_{rk}[/tex]
anyone have any idea how i would go about this? any method is welcome
det[A] = [tex]\frac{1}{6} \epsilon_{ijk} \epsilon_{pqr} A_{pi} A_{qj} A_{rk}[/tex]
anyone have any idea how i would go about this? any method is welcome