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Table of contents
Procedure
BSCHOI ( Binary search with order vector, integer )
INTEGER FUNCTION BSCHOI ( VALUE, NDIM, ARRAY, ORDER )
Abstract
Do a binary search for a given value within an integer array,
accompanied by an order vector. Return the index of the
matching array entry, or zero if the key value is not found.
Required_Reading
None.
Keywords
ARRAY
SEARCH
Declarations
IMPLICIT NONE
INTEGER VALUE
INTEGER NDIM
INTEGER ARRAY ( * )
INTEGER ORDER ( * )
Brief_I/O
VARIABLE I/O DESCRIPTION
-------- --- --------------------------------------------------
VALUE I Value to find in ARRAY.
NDIM I Dimension of ARRAY.
ARRAY I Array to be searched.
ORDER I Order vector.
The function returns the index of the first matching array element
or zero if the value is not found.
Detailed_Input
VALUE is the value to be found in the input array.
NDIM is the number of elements in the input array.
ARRAY is the array to be searched.
ORDER is an order vector which can be used to access the
elements of ARRAY in order. The contents of order are a
permutation of the sequence of integers ranging from 1 to
NDIM.
Detailed_Output
The function returns the index of the specified value in the input
array. Indices range from 1 to NDIM.
If the input array does not contain the specified value, the
function returns zero.
If the input array contains more than one occurrence of the
specified value, the returned index may point to any of the
occurrences.
Parameters
None.
Exceptions
Error free.
1) If NDIM < 1, the value of the function is zero.
Files
None.
Particulars
A binary search is performed on the input array, whose order is
given by an associated order vector. If an element of the array is
found to match the input value, the index of that element is
returned. If no matching element is found, zero is returned.
Examples
Let ARRAY and ORDER contain the following elements:
ARRAY ORDER
----------- -----
100 2
1 3
10 1
10000 5
1000 4
Then
BSCHOI ( 1000, 5, ARRAY, ORDER ) = 5
BSCHOI ( 1, 5, ARRAY, ORDER ) = 2
BSCHOI ( 10000, 5, ARRAY, ORDER ) = 4
BSCHOI ( -1, 5, ARRAY, ORDER ) = 0
BSCHOI ( 17, 5, ARRAY, ORDER ) = 0
That is,
ARRAY(5) = 1000
ARRAY(2) = 1
ARRAY(4) = 10000
Restrictions
1) ORDER is assumed to give the order of the elements of ARRAY
in increasing order. If this condition is not met, the results
of BSCHOI are unpredictable.
Literature_References
None.
Author_and_Institution
J. Diaz del Rio (ODC Space)
W.L. Taber (JPL)
I.M. Underwood (JPL)
Version
SPICELIB Version 1.0.1, 09-APR-2021 (JDR)
Edited the header to comply with NAIF standard.
SPICELIB Version 1.0.0, 18-SEP-1995 (IMU) (WLT)
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Fri Dec 31 18:36:00 2021