MINVAL(3I) Last changed: 1-6-98
MINVAL - Returns the minimum value in an array
MINVAL ([ARRAY=]array [,[DIM=]dim] [,[MASK=]mask])
MINVAL ([ARRAY=]array [,[MASK=]mask])
UNICOS, UNICOS/mk, and IRIX systems
Fortran 90
The MINVAL intrinsic function can be used for array reduction. It
returns the minimum value of the elements of array along dimension dim
corresponding to the true elements of mask. It accepts the following
arguments:
array Must be of type integer or real. It must not be scalar.
dim Must be a scalar integer value in the range 1 <= dim <= n,
where n is the rank of array. The corresponding actual
argument must not be an optional dummy argument. This
function does a check on dim when present.
mask Must be of type logical and must be conformable with array.
MINVAL is a transformational intrinsic function. The name of this
intrinsic cannot be passed as an argument.
On UNICOS systems, both execution speed and the number of bits used in
mathematical operations are affected when compiling with
f90 -O fastint, which is the default setting. For more information,
see CF90 Commands and Directives Reference Manual, publication SR3901.
The result is of the same type as array. It is scalar if dim is
absent or array has rank one. Otherwise, the result is an array of
rank n-1 and of shape
(d , d , ..., d , d , ..., d ),
1 2 dim-1 dim+1 n
where (d , d , ..., d )
1 2 n
is the shape of array.
The result of MINVAL(array) has a value equal to the minimum value of
all the elements of array or has the value of the positive number of
the largest magnitude supported for numbers of the data type of array
if array is a zero-sized array.
The result of MINVAL(array,MASK=mask) has a value equal to the minimum
value of all the elements of array corresponding to true elements of
mask or has the value of the positive number of the largest magnitude
supported for numbers of the data type of array if there are no true
elements.
If array has rank one, MINVAL(array,dim[,mask]) has a value equal to
that of MINVAL(array[,MASK=mask]). Otherwise, the value of element
(s , s , ..., s , s , ..., s )
1 2 dim-1 dim+1 n
of MINVAL(array,dim[,mask]) is equal to
MINVAL(array(s , s , ..., s , : , s , ..., s ),
1 2 dim-1 dim+1 n
[, MASK=mask(s , s , ..., s , : , s , ..., s )]).
1 2 dim-1 dim+1 n
On UNICOS and UNICOS/mk systems, MINVAL returns the value of
+HUGE(array) for all zero-sized arrays. On IRIX systems, MINVAL
returns the value of +INFINITY for real, zero-sized arrays. A request
for interpretation of the Fortran 90 standard may change one of these
return values for a real array in a future release.
Example 1: The value of MINVAL( (/ 1, 2, 3 /) ) is 1.
Example 2: Assume that C is the array [10,-100,10]. Then
MINVAL(C, MASK=C .LT. 0) finds the minimum of the negative elements of
C (which is -100) and MINVAL(C, MASK=C .GT. 10) returns the largest
possible integer because there are no true elements using the mask.
Example 3: Assume that B is the following array:
| 1 3 5 |
| 2 4 6 |
The following are true:
MINVAL(B, DIM=1) is [1, 3, 5]
MINVAL(B, DIM=2) is [1, 2]
MINVAL(B) is 1
Example 4: Assume that N is the following array:
| 0 1 2 3 |
| 4 5 6 7 |
| 8 9 0 1 |
In an array section reference, the following are true:
MINVAL(N(2:3,2:4),MASK=N(2:3,2:4).NE.0) is 1
MINVAL(N(2:3,2:4),DIM=1,N(2:3,2:4).NE.0) is [5, 6, 1]
MINVAL(N(2:3,2:4),DIM=2,N(2:3,2:4).NE.0) is [5, 1]
Intrinsic Procedures Reference Manual, publication SR-2138, for the
printed version of this man page.
MINVAL(3I) Last changed: 1-6-98
MINVAL - Returns the minimum value in an array
MINVAL ([ARRAY=]array [,[DIM=]dim] [,[MASK=]mask])
MINVAL ([ARRAY=]array [,[MASK=]mask])
UNICOS, UNICOS/mk, and IRIX systems
Fortran 90
The MINVAL intrinsic function can be used for array reduction. It
returns the minimum value of the elements of array along dimension dim
corresponding to the true elements of mask. It accepts the following
arguments:
array Must be of type integer or real. It must not be scalar.
dim Must be a scalar integer value in the range 1 <= dim <= n,
where n is the rank of array. The corresponding actual
argument must not be an optional dummy argument. This
function does a check on dim when present.
mask Must be of type logical and must be conformable with array.
MINVAL is a transformational intrinsic function. The name of this
intrinsic cannot be passed as an argument.
On UNICOS systems, both execution speed and the number of bits used in
mathematical operations are affected when compiling with
f90 -O fastint, which is the default setting. For more information,
see CF90 Commands and Directives Reference Manual, publication SR3901.
The result is of the same type as array. It is scalar if dim is
absent or array has rank one. Otherwise, the result is an array of
rank n-1 and of shape
(d , d , ..., d , d , ..., d ),
1 2 dim-1 dim+1 n
where (d , d , ..., d )
1 2 n
is the shape of array.
The result of MINVAL(array) has a value equal to the minimum value of
all the elements of array or has the value of the positive number of
the largest magnitude supported for numbers of the data type of array
if array is a zero-sized array.
The result of MINVAL(array,MASK=mask) has a value equal to the minimum
value of all the elements of array corresponding to true elements of
mask or has the value of the positive number of the largest magnitude
supported for numbers of the data type of array if there are no true
elements.
If array has rank one, MINVAL(array,dim[,mask]) has a value equal to
that of MINVAL(array[,MASK=mask]). Otherwise, the value of element
(s , s , ..., s , s , ..., s )
1 2 dim-1 dim+1 n
of MINVAL(array,dim[,mask]) is equal to
MINVAL(array(s , s , ..., s , : , s , ..., s ),
1 2 dim-1 dim+1 n
[, MASK=mask(s , s , ..., s , : , s , ..., s )]).
1 2 dim-1 dim+1 n
On UNICOS and UNICOS/mk systems, MINVAL returns the value of
+HUGE(array) for all zero-sized arrays. On IRIX systems, MINVAL
returns the value of +INFINITY for real, zero-sized arrays. A request
for interpretation of the Fortran 90 standard may change one of these
return values for a real array in a future release.
Example 1: The value of MINVAL( (/ 1, 2, 3 /) ) is 1.
Example 2: Assume that C is the array [10,-100,10]. Then
MINVAL(C, MASK=C .LT. 0) finds the minimum of the negative elements of
C (which is -100) and MINVAL(C, MASK=C .GT. 10) returns the largest
possible integer because there are no true elements using the mask.
Example 3: Assume that B is the following array:
| 1 3 5 |
| 2 4 6 |
The following are true:
MINVAL(B, DIM=1) is [1, 3, 5]
MINVAL(B, DIM=2) is [1, 2]
MINVAL(B) is 1
Example 4: Assume that N is the following array:
| 0 1 2 3 |
| 4 5 6 7 |
| 8 9 0 1 |
In an array section reference, the following are true:
MINVAL(N(2:3,2:4),MASK=N(2:3,2:4).NE.0) is 1
MINVAL(N(2:3,2:4),DIM=1,N(2:3,2:4).NE.0) is [5, 6, 1]
MINVAL(N(2:3,2:4),DIM=2,N(2:3,2:4).NE.0) is [5, 1]
Intrinsic Procedures Reference Manual, publication SR-2138, for the
printed version of this man page.
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