How to resolve the algorithm Anagrams step by step in the Fortran programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Anagrams step by step in the Fortran programming language
Table of Contents
Problem Statement
When two or more words are composed of the same characters, but in a different order, they are called anagrams. Using the word list at http://wiki.puzzlers.org/pub/wordlists/unixdict.txt, find the sets of words that share the same characters that contain the most words in them.
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Anagrams step by step in the Fortran programming language
Source code in the fortran programming language
!***************************************************************************************
module anagram_routines
!***************************************************************************************
implicit none
!the dictionary file:
integer,parameter :: file_unit = 1000
character(len=*),parameter :: filename = 'unixdict.txt'
!maximum number of characters in a word:
integer,parameter :: max_chars = 50
!maximum number of characters in the string displaying the anagram lists:
integer,parameter :: str_len = 256
type word
character(len=max_chars) :: str = repeat(' ',max_chars) !the word from the dictionary
integer :: n = 0 !length of this word
integer :: n_anagrams = 0 !number of anagrams found
logical :: checked = .false. !if this one has already been checked
character(len=str_len) :: anagrams = repeat(' ',str_len) !the anagram list for this word
end type word
!the dictionary structure:
type(word),dimension(:),allocatable,target :: dict
contains
!***************************************************************************************
!******************************************************************************
function count_lines_in_file(fid) result(n_lines)
!******************************************************************************
implicit none
integer :: n_lines
integer,intent(in) :: fid
character(len=1) :: tmp
integer :: i
integer :: ios
!the file is assumed to be open already.
rewind(fid) !rewind to beginning of the file
n_lines = 0
do !read each line until the end of the file.
read(fid,'(A1)',iostat=ios) tmp
if (ios < 0) exit !End of file
n_lines = n_lines + 1 !row counter
end do
rewind(fid) !rewind to beginning of the file
!******************************************************************************
end function count_lines_in_file
!******************************************************************************
!******************************************************************************
pure elemental function is_anagram(x,y)
!******************************************************************************
implicit none
character(len=*),intent(in) :: x
character(len=*),intent(in) :: y
logical :: is_anagram
character(len=len(x)) :: x_tmp !a copy of x
integer :: i,j
!a character not found in any word:
character(len=1),parameter :: null = achar(0)
!x and y are assumed to be the same size.
x_tmp = x
do i=1,len_trim(x)
j = index(x_tmp, y(i:i)) !look for this character in x_tmp
if (j/=0) then
x_tmp(j:j) = null !clear it so it won't be checked again
else
is_anagram = .false. !character not found: x,y are not anagrams
return
end if
end do
!if we got to this point, all the characters
! were the same, so x,y are anagrams:
is_anagram = .true.
!******************************************************************************
end function is_anagram
!******************************************************************************
!***************************************************************************************
end module anagram_routines
!***************************************************************************************
!***************************************************************************************
program main
!***************************************************************************************
use anagram_routines
implicit none
integer :: n,i,j,n_max
type(word),pointer :: x,y
logical :: first_word
real :: start, finish
call cpu_time(start) !..start timer
!open the dictionary and read in all the words:
open(unit=file_unit,file=filename) !open the file
n = count_lines_in_file(file_unit) !count lines in the file
allocate(dict(n)) !allocate dictionary structure
do i=1,n !
read(file_unit,'(A)') dict(i)%str !each line is a word in the dictionary
dict(i)%n = len_trim(dict(i)%str) !saving length here to avoid trim's below
end do
close(file_unit) !close the file
!search dictionary for anagrams:
do i=1,n
x => dict(i) !pointer to simplify code
first_word = .true. !initialize
do j=i,n
y => dict(j) !pointer to simplify code
!checks to avoid checking words unnecessarily:
if (x%checked .or. y%checked) cycle !both must not have been checked already
if (x%n/=y%n) cycle !must be the same size
if (x%str(1:x%n)==y%str(1:y%n)) cycle !can't be the same word
! check to see if x,y are anagrams:
if (is_anagram(x%str(1:x%n), y%str(1:y%n))) then
!they are anagrams.
y%checked = .true. !don't check this one again.
x%n_anagrams = x%n_anagrams + 1
if (first_word) then
!this is the first anagram found for this word.
first_word = .false.
x%n_anagrams = x%n_anagrams + 1
x%anagrams = trim(x%anagrams)//x%str(1:x%n) !add first word to list
end if
x%anagrams = trim(x%anagrams)//','//y%str(1:y%n) !add next word to list
end if
end do
x%checked = .true. !don't check this one again
end do
!anagram groups with the most words:
write(*,*) ''
n_max = maxval(dict%n_anagrams)
do i=1,n
if (dict(i)%n_anagrams==n_max) write(*,'(A)') trim(dict(i)%anagrams)
end do
!anagram group containing longest words:
write(*,*) ''
n_max = maxval(dict%n, mask=dict%n_anagrams>0)
do i=1,n
if (dict(i)%n_anagrams>0 .and. dict(i)%n==n_max) write(*,'(A)') trim(dict(i)%anagrams)
end do
write(*,*) ''
call cpu_time(finish) !...stop timer
write(*,'(A,F6.3,A)') '[Runtime = ',finish-start,' sec]'
write(*,*) ''
!***************************************************************************************
end program main
!***************************************************************************************
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