mo_orderpack::valmed Interface Reference

Find median value of array. More...

Public Member Functions
recursive real(kind=dp) function	d_valmed (xdont)
recursive real(kind=sp) function	r_valmed (xdont)
recursive integer(kind=i4) function	i_valmed (xdont)

Detailed Description

Find median value of array.

Finds out and returns the median(((Size(XVALT)+1))/2th value) of XVALT This routine uses the recursive procedure described in Knuth, The Art of Computer Programming, vol. 3, 5.3.3 - This procedure is linear in time, and does not require to be able to interpolate in the set as the one used in VALNTH/INDNTH. It also has better worst case behavior than VALNTH/INDNTH, and is about 20% faster in average for random uniformly distributed values.

Parameters

[in]

integer(i4)/real(sp,dp), dimension(:) :: XVALT

Array to be ranked.

Return values

integer(i4)/real(sp,dp) :: VALMED

Value of median.

Definition at line 687 of file mo_orderpack.f90.

Member Function/Subroutine Documentation

d_valmed()

recursive real(kind = dp) function mo_orderpack::valmed::d_valmed

(

real(kind = dp), dimension (:), intent(in)

xdont

)

Definition at line 14359 of file mo_orderpack.f90.

i_valmed()

recursive integer(kind = i4) function mo_orderpack::valmed::i_valmed

(

integer(kind = i4), dimension (:), intent(in)

xdont

)

Definition at line 15031 of file mo_orderpack.f90.

r_valmed()

recursive real(kind = sp) function mo_orderpack::valmed::r_valmed

(

real(kind = sp), dimension (:), intent(in)

xdont

)

Definition at line 14695 of file mo_orderpack.f90.

---

The documentation for this interface was generated from the following file:

• src/mo_orderpack.f90