
 Try the examples in this order.

 (You can compile the *.c files directly without create a project)


                           Let A be a fixed m x n matrix.
                        Find all m x 1 matrices b such that
                   the system of equation Ax = b is consistent :
                   *******************************************

   syscgssf.c   syscgssi.c : gaussjordan.
   syscinvi.c   syscinvi.c : inverse.


                    Symmetric matrices :
                    ******************

   syminvf.c    syminvi.c  : Inverses of symmetric matrices are symmetric :


                     Diagonal matrices :
                     *****************

   adiagaf.c   adiagai.c   :   Compare (Diag*A) and (A*Diag) 
  invdiagf.c  invdiagi.c   :   Inverse of diagonal matrices
  powdiagf.c  powdiagi.c   :   Power of diagonal matrices


                     Triangular matrices :
                     *******************

  triginvf.c  triginvi.c   :   Inverse of triangular matrices
   trigabf.c   trigabf.c   :   Multiply triangular matrices

                      Trace :
                      *****

  traplsbf.c  traplsbf.c   :   Trace(mA+B) = Trace(A)+Trace(B)
     trabf.c     trabf.c   :   Trace (AB)  = Trace(BA)

