ge_acc_i man page on OpenIndiana

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

NAME
       ge_acc_i - General matrix accumulation and scale.

DESCRIPTION
		  B = ALPHA * A + BETA * B
		  or
		  B = ALPHA * A_transposed + BETA * B
       The routine GE_ACC_I scales an general interval matrix A (or its transā€
       pose), scales an general interval matrix B, and accumulates the	result
       in  the	interval matrix B. Matrices A (or A_transposed) and B have the
       same storage format. This routine returns immediately if	 M   or	 N  is
       equal to zero.

SYNOPSIS
       SUBROUTINE GE_ACC_I( A, B [, TRANSA] [, ALPHA] [, BETA] )
       INTERVAL, INTENT(INOUT) :: B(:,:)
       INTERVAL, INTENT(IN) :: A(:,:)
       INTERVAL, INTENT(IN), OPTIONAL :: ALPHA, BETA
       TYPE(blas_trans_type), INTENT(IN), OPTIONAL :: TRANSA
	 where
       A and B have shape (M,N) if TRANSA = blas_no_trans.
       A has shape (N,M) and B has shape (M,N) if TRANSA /= blas_no_trans.

ARGUMENTS
       B (input/output)
		      On entry, B is array of DIMENSION (M,N).
		      On exit, if TRANSA = blas_no_trans:
		      B = ALPHA * A + BETA * B
		      If TRANSA /= blas_no_trans:
		      B = ALPHA * A_transposed + BETA * B
       A (input)
		      On entry, A is array of DIMENSION (M,N)
		      if TRANSA = blas_no_trans.
		      A is array of DIMENSION (N,M)
		      if TRANSA /= blas_no_trans,
		      Unchanged on exit.
       ALPHA (input)
		      On  entry,  ALPHA	 specifies  the	 scalar	  ALPHA.
		      Default value is ALPHA = [1,1].
		      Unchanged on exit.
       BETA (input)
		      On  entry,  BETA	specifies  the	scalar	 BETA.
		      Default value is BETA = [0,0].
		      Unchanged on exit.
       TRANSA (input)
		      Scalar element.
		      Specifies the matrix A transpose.
		      Possible values:
		      TRANSA = blas_no_trans (default)
		      TRANSA = blas_trans
		      Unchanged on exit.

ERRORS
       blas_error_alloc
		 A or B is unallocated array

       blas_error_shape
		 A or B has unappropriate shape

				  6 Mar 2009			 ge_acc_i(3PI)
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