Recent content by bubbles_kav

  1. B

    Show for tensors (A · B) : C = A^T · C : B = C · B^T : A

    Thanks for the response :) I got it solved since then, I had trouble trying to convert the double inner product as a summation. Once I figured that out, it was as easy as pie
  2. B

    Show for tensors (A · B) : C = A^T · C : B = C · B^T : A

    Homework Statement using Einstein notation, show the following identities are true (A · B) : C = A^T · C : B = C · B^T : A Homework Equations The Attempt at a Solution (A · B) : C=(A_{ij} · B_{jk} ) : C = D_{ik} C_{ik} = C_{ik} D_{ik}...
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