ParaMonte Fortran 2.0.0
Parallel Monte Carlo and Machine Learning Library
See the latest version documentation. |
Generate an ascending-sorted merger of the two ascending-sorted input arrays. More...
Generate an ascending-sorted merger of the two ascending-sorted input arrays.
[in] | sortedArray1 | : The input scalar of either or the input contiguous array of rank 1 of either
When the type of the input argument is complex , the array must be sorted only based on the real component of the values. |
[in] | sortedArray2 | : The input contiguous array of the same type, kind, and rank as the input sortedArray1 whose elements are already sorted in ascending order.When the type of the input argument is complex , the array must be sorted only based on the real component of the values. |
isSorted | : The external user-specified function that takes two input scalar arguments of the same type and kind as the input Array .It returns a scalar logical of default kind LK that is .true. if the first input scalar argument is sorted with respect to the second input argument according to the user-defined condition within isSorted , otherwise, it is .false. .If array is a scalar string (i.e., an assumed-length scalar character ), then both input arguments to isSorted() are scalar characters of length 1 of kind any supported by the processor (e.g., SK, SKA, SKD , or SKU).The following illustrates the generic interface of isSorted() , function isSorted(lhs, rhs) result(sorted)
TYPE(KIND) , intent(in) :: lhs, rhs
logical(LK) :: sorted
end function
This module defines the relevant Fortran kind type-parameters frequently used in the ParaMonte librar... Definition: pm_kind.F90:268 integer, parameter LK The default logical kind in the ParaMonte library: kind(.true.) in Fortran, kind(.... Definition: pm_kind.F90:541 TYPE(KIND) is the same as the type and kind of the input argument Array , which can be one of the following. character(*, SK), intent(in) :: lhs, rhs
character(1, SK), intent(in) :: lhs, rhs
type(css_type) , intent(in) :: lhs, rhs
type(css_pdt) , intent(in) :: lhs, rhs
integer(IK) , intent(in) :: lhs, rhs
logical(LK) , intent(in) :: lhs, rhs
complex(CK) , intent(in) :: lhs, rhs
real(RK) , intent(in) :: lhs, rhs
This module contains the derived types for generating allocatable containers of scalar,... Definition: pm_container.F90:113 This is the css_pdt parameterized type for generating instances of container of scalar of string obje... Definition: pm_container.F90:783 This is the css_type type for generating instances of container of scalar of string objects. Definition: pm_container.F90:191 SK , IK , LK , CK , RK ) can refer to any of the supported kinds by the processor.This user-defined equivalence check is extremely useful where a user-defined sorting criterion other than simple ascending order is needed, for example, when the case-sensitivity of an input string or array of strings is irrelevant or when sorting of the absolute values matters excluding the signs of the numbers, or when descending order is desired. In such cases, user can define a custom sorting condition within the user-defined external function isSorted to achieve the goal.(optional, the default sorting condition is ascending order, that is a < b .) |
mergedSortedArray
: The output object of the same type, kind, and rank as the input sortedArray1
whose length is the sum of the lengths of the input sortedArray1
and sortedArray2
and whose elements are the combined elements of sortedArray1
and sortedArray2
in ascending order.
Possible calling interfaces ⛓
sortedArray1
and sortedArray2
must be sorted in ascending order when isSorted()
is missing, or properly sorted when isSorted()
is present.CHECK_ENABLED=1
.pure
procedure(s) documented herein become impure
when the ParaMonte library is compiled with preprocessor macro CHECK_ENABLED=1
.pure
in release
build and impure
in debug
and testing
builds.
Example usage ⛓
ifort
compiler ⛓ ifort
compiler ⛓ gfortran
compiler ⛓
Final Remarks ⛓
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For details on the naming abbreviations, see this page.
For details on the naming conventions, see this page.
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Definition at line 141 of file pm_arrayMerge.F90.