Generalized Symmetric/Hermitian 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...

Modules
	sy/hegv: Solves using QR iteration (driver)
	sy/hegvd: Solves using divide-and-conquer (driver)
	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.