How can i correct this error ?

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Mallouli Marwa
Mallouli Marwa el 1 de Sept. de 2016
Comentada: Star Strider el 1 de Sept. de 2016
Hi
In my program, i use the function eig to return the eigenvalues :
[V,D]=eig(k,m);
But i have obtained this error:
Error using eig
EIG does not support generalized eigenproblem EIG(A,B) when A or B is sparse.
Please help me.
  2 comentarios
Adam
Adam el 1 de Sept. de 2016
Clearly you need to give us more information on k and m. Judging from the error messages though it seems clear that one of your two inputs, k or m, are sparse matrices and these are not supported by Eig.
Mallouli Marwa
Mallouli Marwa el 1 de Sept. de 2016

m=

   (1,1)                0.00075602592
   (3,1)                0.00013085064
   (4,1)              -8.00127432e-07
   (2,2)            1.25066072448e-08
   (3,2)               8.00127432e-07
   (4,2)            -4.6899777168e-09
   (1,3)                0.00013085064
   (2,3)               8.00127432e-07
   (3,3)                0.00037801296
   (4,3)             -1.354061808e-06
   (1,4)              -8.00127432e-07
   (2,4)            -4.6899777168e-09
   (3,4)             -1.354061808e-06
   (4,4)             6.2533036224e-09

And, k=

   (1,1)             28834278.0744617
   (3,1)            -14417139.0372308
   (4,1)             183097.665772832
   (2,2)             6200.90761417323
   (3,2)            -183097.665772832
   (4,2)             1550.22690354331
   (1,3)            -14417139.0372308
   (2,3)            -183097.665772832
   (3,3)             14417139.0372308
   (4,3)            -183097.665772832
   (1,4)             183097.665772832
   (2,4)             1550.22690354331
   (3,4)            -183097.665772832
   (4,4)             3100.45380708661

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Respuesta aceptada

Star Strider
Star Strider el 1 de Sept. de 2016
According to the sparse matrix section of the documentation, you need to use the eigs function.
  2 comentarios
Mallouli Marwa
Mallouli Marwa el 1 de Sept. de 2016
Have they the same result ?
Star Strider
Star Strider el 1 de Sept. de 2016
They seem to, but the results of eig are ordered opposite those of eigs. The eigs funciton works with sparse matrices, while eig does not.
Check them with something like this example (not using sparse matrix arguments):
A = randi([-9 9], 5);
[V1,D1] = eig(A)
[V2,D2] = eigs(A)

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