gb_midm_i man page on OpenIndiana

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gb_midm_i(3PI)	       Sun Interval Performance Library		gb_midm_i(3PI)

NAME
       gb_midm_i - Midpoint matrix of an interval matrix.

DESCRIPTION
		   C = (INF(A)+SUP(A))/2
       The routine  GB_MIDM_I finds the real matrix C such that
       Cij  =  (INF(Aij)+SUP(Aij))/2  for  all	general band interval matrix A
       entries. This routine returns immediately if M or N is equal to zero or
       KL is less than zero.

SYNOPSIS
       SUBROUTINE GB_MIDM_I( A, M, KL, C )
       INTERVAL, INTENT(IN)  :: A(:,:)
       REAL,	 INTENT(OUT) :: C(:,:)
       INTEGER,	 INTENT(IN)  :: M, KL
	 where
       A and C have shape (L,N) where (L > KL).

ARGUMENTS
       A (input)
		      Array of DIMENSION (L,N) where (L > KL).
		      Unchanged on exit.
       C (output)
		      Array of DIMENSION (L,N) where (L > KL).
		      On exit, contains MID(Aij) for all A entries.
       M (input)
		      Number of rows in the source general matrix.
		      Unchanged on exit.
       KL (input)
		      The number of the subdiagonal bands.
		      Unchanged on exit.

ERRORS
       blas_error_alloc
		 A or C is unallocated array

       blas_error_shape
		 shape(A) /= shape(C)

				  6 Mar 2009			gb_midm_i(3PI)
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