CXML

scorr_nonperiodic_ext, dcorr_nonperiodic_ext, ccorr_nonperiodic_ext, zcorr_nonperiodic_ext 


FORMAT

  status = {S,D,C,Z}CORR_NONPERIODIC_EXT (x, nx_stride, y, ny_stride, out,
  out_stride, nx, ny, n_out_start, n_out_end, add_flag, scale_flag, scale,
  scale_stride)

Arguments

  x                   real*4 | real*8 | complex*8 | complex*16
                      On entry, an array containing the data to be
                      correlated.
                      On exit, x is unchanged.

  nx_stride           integer*4
                      Distance between elements in the X array; nx_stride > 0

  y                   real*4 | real*8 | complex*8 | complex*16
                      On entry, an array containing the function which is to
                      be correlated with the data from the X array.
                      On exit, y is unchanged.

  ny_stride           integer*4
                      Distance between elements in the Y array; ny_stride > 0

  out                 real*4 | real*8 | complex*8 | complex*16
                      On entry, a one-dimensional array OUT of length nx + ny
                      -1.
                      On exit, out contains the correlated data.

  out_stride          integer*4
                      Specifies the distance between elements in the OUT
                      array; out_stride > 0

  nx, ny              integer*4
                      Specifies the number of values to be operated on; nx,
                      ny > 0

  n_out_start, n_out_end
                      integer*4
                      Specifies the range of coefficients computed; n_out_end
                      > n_out_start. The OUT array has zero values for
                      indices less than 1- ny or greater than nx - 1.

                      For example, in the case of nx = 50 and ny = 100, the
                      range of locations is -99 through 49. If you specify
                      n_out_start = 5 and n_out_end = 10, the correlation
                      function generates numbers for OUT(5) through OUT(10)
                      and puts the results in location 0 through 5 of the OUT
                      array.

                      You can also specify a range that is larger than the
                      array, creating null elements in the output array. For
                      example, using the same input array, you can specify
                      n_out_start = -110 and n_out_end = 60. The correlation
                      function can generate values for OUT(-99) through
                      OUT(49), putting the results in locations 11 through
                      159. The locations 0 through 10 and 160 through 170
                      have no values, because OUT(-110) through OUT(-100) and
                      OUT(50) through OUT(60) are out of range.

  add_flag            logical*4
                      Defines the operation of the correlation to add output
                      to an existing OUT array, without overwriting it.

                      TRUE: Add the result of the operation to OUT array.

                      FALSE: Overwrite the existing OUT array.

  scale_flag          logical*4
                      Defines the operation of the correlation to scale the
                      output.

     TRUE: Scale the output.

     FALSE: Do not scale.

  scale               real*4 | real*8 | complex*8 | complex*16
                      The value by which to scale the output.

  scale_stride        integer*4
                      Defines how the scale operation is performed.
                      scale_stride# 0:

      = 0 : Scale by a scalar value

      > 0: Scale by a vector, used as the stride of scale

Description

  The _CORR_NONPERIODIC_EXT functions compute the nonperiodic correlation
  with options to control the result.

Return Values

  0                  DXML_SUCCESS()

  8                  DXML_ILL_N_RANGE()

  13                 DXML_BAD_STRIDE()

Example

    INCLUDE 'CXMLDEF.FOR'
    INTEGER*4 N,STATUS
    REAL*8 A(50),B(100),C(6),SCALE_VALUE
    SCALE_VALUE = 2.0
    STATUS = DCORR_NONPERIODIC_EXT(A,1,B,1,C,1,50,100,-99,-94,
  * .FALSE.,.TRUE.,SCALE_VALUE,0)

  This FORTRAN code computes six values of a nonperiodic correlation of two
  vectors, C(-99) to C(-94), of double-precision real numbers, a and b, with
  lengths of 50 and 100, respectively. The result is scaled by 2.0 and stored
  in c with a length of 6.

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