D4b4. Generalized eigenvalue problems (general matrices) (complex)

Functions
Sub	Zgges (Jobvsl As String, Jobvsr As String, Sort As String, Selctg As LongPtr, N As Long, A() As Complex, B() As Complex, Sdim As Long, Alpha() As Complex, Beta() As Complex, Vsl() As Complex, Vsr() As Complex, Info As Long)
	(Simple driver) Generalized Schur factorization of complex matrices
Sub	Zgges_r (Jobvsl As String, Jobvsr As String, Sort As String, N As Long, A() As Complex, B() As Complex, Sdim As Long, Alpha() As Complex, Beta() As Complex, Vsl() As Complex, Vsr() As Complex, Info As Long, IRev As Long, Selct() As Long)
	(Simple driver) Generalized Schur factorization of complex matrices (reverse communication version)
Sub	Zggesx (Jobvsl As String, Jobvsr As String, Sort As String, Selctg As LongPtr, Sense As String, N As Long, A() As Complex, B() As Complex, Sdim As Long, Alpha() As Complex, Beta() As Complex, Vsl() As Complex, Vsr() As Complex, RConde() As Double, RCondv() As Double, Info As Long)
	(Expert driver) Generalized Schur factorization of complex matrices
Sub	Zggesx_r (Jobvsl As String, Jobvsr As String, Sort As String, Sense As String, N As Long, A() As Complex, B() As Complex, Sdim As Long, Alpha() As Complex, Beta() As Complex, Vsl() As Complex, Vsr() As Complex, RConde() As Double, RCondv() As Double, Info As Long, IRev As Long, Selct() As Long)
	(Expert driver) Generalized Schur factorization of complex matrices (reverse communication version)
Sub	Zggev (Jobvl As String, Jobvr As String, N As Long, A() As Complex, B() As Complex, Alpha() As Complex, Beta() As Complex, Vl() As Complex, Vr() As Complex, Info As Long)
	(Simple driver) Generalized eigenvalue problem of complex matrices
Sub	Zggevx (Balanc As String, Jobvl As String, Jobvr As String, Sense As String, N As Long, A() As Complex, B() As Complex, Alpha() As Complex, Beta() As Complex, Vl() As Complex, Vr() As Complex, Ilo As Long, Ihi As Long, LScale() As Double, RScale() As Double, AbNrm As Double, BbNrm As Double, RConde() As Double, RCondv() As Double, Info As Long)
	(Expert driver) Generalized eigenvalue problem of complex matrices

Detailed Description

This is the group of D4b4. Generalized eigenvalue problems (general matrices) (complex).