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Generalized Symmetric/Hermitian eigenvalues
Dense LA » Eigenvalues

Solves \(Ax = \lambda B x\), \(ABx = \lambda x\), or \(BAx = \lambda x\) where \(A, B\) are symmetric/Hermitian and \(B\) is positive definite. More...

## Topics

| sy/hegvx: Solves using QR iteration (expert)
| sy/hegvd: Solves using divide-and-conquer (driver)
| sy/hegvdx: Solves using divide-and-conquer (expert)
| sy/hegvr: Solves using MRRR (driver)
| Auxiliary routines

## Detailed Description

Solves \(Ax = \lambda B x\), \(ABx = \lambda x\), or \(BAx = \lambda x\) where \(A, B\) are symmetric/Hermitian and \(B\) is positive definite.