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Nov 25th, 2014
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  1. A:-matrix([x−1,1,0],[0,y−1,−1],[−1,0,z−1]);
  2. B:-matrix([x,1,0],[0,y−1,−1],[−1,0,z−1]);
  3. C:-matrix([x,1,0],[0,y,−1],[−1,0,z]);
  4. D:-matrix([z,1,0],[0,z,−1],[−1,0,z]);
  5. log(determinant(A))+log(determinant(B))+log(determinant(C))+log(determinant(D));
  6. J:jacobian([%],[x,y,z])$
  7. factor(subst(x, x^2, subst(y, y^2, subst(z, z^2, subst(x, x^3, subst(y, y^3, subst(z, z^3,
  8. subst(x, x^4, subst(y, y^4, subst(z, z^4, subst(x, x^5, subst(y, y^5, subst(z, z^5, expand(%))))))))))))))$
  9. factor(subst(x, x^2, subst(y, y^2, subst(z, z^2, subst(x, x^3, subst(y, y^3, subst(z, z^3,
  10. subst(x, x^4, subst(y, y^4, subst(z, z^4, subst(x, x^5, subst(y, y^5, subst(z, z^5, expand(%))))))))))))));
  11. J.J=0$
  12. factor(subst(x, x^2, subst(y, y^2, subst(z, z^2, subst(x, x^3, subst(y, y^3, subst(z, z^3,
  13. subst(x, x^4, subst(y, y^4, subst(z, z^4, subst(x, x^5, subst(y, y^5, subst(z, z^5, (
  14. subst(x, x^6, subst(y, y^6, subst(z, z^6, subst(x, x^7, subst(y, y^7, subst(z, z^7,
  15. subst(x, x^8, subst(y, y^8, subst(z, z^8, subst(x, x^9, subst(y, y^9, subst(z, z^9, (
  16.  
  17. %)))))))))))))))))))))))))))$
  18. factor(subst(x, x^2, subst(y, y^2, subst(z, z^2, subst(x, x^3, subst(y, y^3, subst(z, z^3,
  19. subst(x, x^4, subst(y, y^4, subst(z, z^4, subst(x, x^5, subst(y, y^5, subst(z, z^5, (
  20. subst(x, x^6, subst(y, y^6, subst(z, z^6, subst(x, x^7, subst(y, y^7, subst(z, z^7,
  21. subst(x, x^8, subst(y, y^8, subst(z, z^8, subst(x, x^9, subst(y, y^9, subst(z, z^9, (
  22. subst(x, x^10, subst(y, y^10, subst(z, z^10, (
  23. %)))))))))))))))))))))))))))))));
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