Function | Purpose Statement |
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Approximates the Hessian using forward differences and a user-supplied gradient. | |
Generates points in an N-dimensional space. | |
Uses restarted GMRES with reverse communication to generate an approximate solution of Ax = b. | |
Computes the performance index for a generalized complex eigensystem Az = λBz. | |
Computes the performance index for a generalized real eigensystem Az = λBz. | |
Computes the performance index for a generalized real symmetric eigensystem problem. | |
Computes a Gauss, Gauss-Radau or Gauss-Lobatto quadrature rule given the recurrence coefficients for the monic polynomials orthogonal with respect to the weight function. | |
Computes a Gauss, Gauss-Radau, or Gauss-Lobatto quadrature rule with various classical weight functions. | |
Computes all of the eigenvalues and eigenvectors of a generalized complex eigensystem Az = λBz. | |
Computes all of the eigenvalues and eigenvectors of a generalized real eigensystem Az = λBz. | |
Computes all of the eigenvalues and eigenvectors of the generalized real symmetric eigenvalue problem Az = λBz, with B symmetric positive definite. | |
Computes all of the eigenvalues of a generalized complex eigensystem Az = λBz. | |
Computes all of the eigenvalues of a generalized real eigensystem Az = λBz. | |
Computes all of the eigenvalues of the generalized real symmetric eigenvalue problem Az = λBz, with B symmetric positive definite. |