subroutine clacsg	(	integer	M,
		integer	P,
		integer	Q,
		real, dimension( * )	THETA,
		integer, dimension( 4 )	ISEED,
		complex, dimension( ldx, * )	X,
		integer	LDX,
		complex, dimension( * )	WORK
	)

Definition at line 355 of file cckcsd.f.

      IMPLICIT NONE
*
      INTEGER            ldx, m, p, q
      INTEGER            iseed( 4 )
      REAL               theta( * )
      COMPLEX            work( * ), x( ldx, * )
*
      COMPLEX            one, zero
      parameter                ( one = (1.0e0,0.0e0), zero = (0.0e0,0.0e0) )
*
      INTEGER            i, info, r
*
      r = min( p, m-p, q, m-q )
*
      CALL claset( 'Full', m, m, zero, zero, x, ldx )
*
      DO i = 1, min(p,q)-r
         x(i,i) = one
      END DO
      DO i = 1, r
         x(min(p,q)-r+i,min(p,q)-r+i) = cmplx( cos(theta(i)), 0.0e0 )
      END DO
      DO i = 1, min(p,m-q)-r
         x(p-i+1,m-i+1) = -one
      END DO
      DO i = 1, r
         x(p-(min(p,m-q)-r)+1-i,m-(min(p,m-q)-r)+1-i) =
     $      cmplx( -sin(theta(r-i+1)), 0.0e0 )
      END DO
      DO i = 1, min(m-p,q)-r
         x(m-i+1,q-i+1) = one
      END DO
      DO i = 1, r
         x(m-(min(m-p,q)-r)+1-i,q-(min(m-p,q)-r)+1-i) =
     $      cmplx( sin(theta(r-i+1)), 0.0e0 )
      END DO
      DO i = 1, min(m-p,m-q)-r
         x(p+i,q+i) = one
      END DO
      DO i = 1, r
         x(p+(min(m-p,m-q)-r)+i,q+(min(m-p,m-q)-r)+i) =
     $      cmplx( cos(theta(i)), 0.0e0 )
      END DO
      CALL claror( 'Left', 'No init', p, m, x, ldx, iseed, work, info )
      CALL claror( 'Left', 'No init', m-p, m, x(p+1,1), ldx,
     $             iseed, work, info )
      CALL claror( 'Right', 'No init', m, q, x, ldx, iseed,
     $             work, info )
      CALL claror( 'Right', 'No init', m, m-q,
     $             x(1,q+1), ldx, iseed, work, info )
*

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