MINLOC

Transformational Intrinsic Function (Generic): Returns the location of the minimum value of all elements in an array, a set of elements in an array, or elements in a specified dimension of an array.

Syntax

result = MINLOC (array [, dim] [, mask] [, kind])

array
(Input) Must be an array of type integer or real.

dim
(Optional; input) Must be a scalar integer with a value in the range 1 to n, where n is the rank of array. This argument is a Fortran 95 feature.

mask
(Optional; input) Must be a logical array that is conformable with array.

kind
(Optional; input) Must be a scalar integer initialization expression.

Results:

The result is an array of type integer. If kind is present, the kind parameter of the result is that specified by kind; otherwise, the kind parameter of the result is that of default integer. If the processor cannot represent the result value in the kind of the result, the result is undefined.

The following rules apply if dim is omitted:

The following rules apply if dim is specified:

If more than one element has minimum value, the element whose subscripts are returned is the first such element, taken in array element order. If array has size zero, or every element of mask has the value .FALSE., the value of the result is undefined.

Compatibility

CONSOLE STANDARD GRAPHICS QUICKWIN GRAPHICS WINDOWS DLL LIB

See Also: MAXLOC, MINVAL, MAXVAL

Examples

The value of MINLOC ((/3, 1, 4, 1/)) is (2), which is the subscript of the location of the first occurrence of the minimum value in the rank-one array.

A is the array

  [  4    0   -3    2 ]
  [  3    1   -2    6 ]
  [ -1   -4    5   -5 ].

MINLOC (A, MASK=A .GT. -5) has the value (3, 2) because these are the subscripts of the location of the minimum value (-4) that is greater than -5.

MINLOC (A, DIM=1) has the value (3, 3, 1, 3). 3 is the subscript of the location of the minimum value (-1) in column 1; 3 is the subscript of the location of the minimum value (-4) in column 2; and so forth.

MINLOC (A, DIM=2) has the value (3, 3, 4). 3 is the subscript of the location of the minimum value (-3) in row 1; 3 is the subscript of the location of the minimum value (-2) in row 2; and so forth.

The following shows another example:

 INTEGER i, minl(1)
 INTEGER array(2, 3)
 INTEGER, ALLOCATABLE :: AR1(:)
 ! put values in array
 array = RESHAPE((/-7, 1, -2, -9, 5, 0/),(/2, 3/))
 !   array is   -7 -2 5
 !               1 -9 0
 i = SIZE(SHAPE(array))  ! Get the number of dimensions
                         ! in array
 ALLOCATE (AR1 (i) )     ! Allocate AR1 to number
                         ! of dimensions in array
 AR1 = MINLOC (array, MASK = array .GT. -5) ! Get the
                         ! location (subscripts) of
                         ! smallest element greater
                         ! than -5 in array

 !
 ! MASK = array .GT. -5 creates a mask array the same
 ! size and shape as array whose elements are .TRUE. if
 ! the corresponding element in array is greater than
 ! -5, and .FALSE. if it is not. This mask causes MINLOC
 ! to return the index of the element in array with the
 ! smallest value greater than -5.
 !
 !array is  -7 -2 5 and MASK= array .GT. -5 is  F T T
 !           1 -9 0                             T F T
 ! and AR1 = MINLOC(array, MASK = array .GT. -5) returns
 ! (1, 2), the location of the element with value -2

 minl = MINLOC((/-7,2,-7,5/))   ! returns 1, first
                                ! occurrence of minimum
 END