How to resolve the algorithm Determine if a string has all the same characters step by step in the Julia programming language

Published on 22 June 2024 08:30 PM

How to resolve the algorithm Determine if a string has all the same characters step by step in the Julia programming language

Table of Contents

Problem Statement

Given a character string Β  (which may be empty, or have a length of zero characters):

Use (at least) these seven test values Β  (strings):

Show all output here on this page.

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Determine if a string has all the same characters step by step in the Julia programming language

Source Code Explanation:

The provided Julia code performs the following tasks:

1. firstdifferent Function:

  • This function takes a string s as input and returns the index of the first character in the string that is different from the first character of the string.
  • If all characters in the string are the same, it returns nothing.
  • The function uses the findfirst function to find the index of the first occurrence of a character that does not match the first character of the string.

2. testfunction Function:

  • This function takes a list of strings strings as input and prints a table showing the following information for each string:
    • String: The original string.
    • Length: The length of the string.
    • All Same: Indicates if all characters in the string are the same.
    • First Different (Hex): The hexadecimal representation of the first different character, if it exists.
    • Position: The position of the first different character in the string, if it exists.

3. Main Execution:

  • The testfunction is called with a list of strings as input.
  • The function iterates through each string in the list, calculates the first different character and its position, and prints the results in a table.

Example Output:

String                  | Length | All Same | First Different(Hex) | Position
-----------------------------------------------------------------------------
                      |     0 | yes      | nothing              | 0

| | 1 | yes | nothing | 0 | | 1 | yes | nothing | 0 | | 3 | no | 5 | 1 | | 4 | no | . | 1 | | 5 | no | T | 2 | | 9 | no | k | 5 | | 5 | no | Γ© | 2 | | 5 | no | 🐺 | 3 | | 4 | no | πŸŽ„ | 2

Explanation of Example Output:

  • For the empty string, all characters are the same (none), so the "All Same" column is "yes" and the "First Different" column is "nothing".
  • For the string " ", all characters are the same (space), so the "All Same" column is "yes" and the "First Different" column is "nothing".
  • For the string "2", all characters are the same (2), so the "All Same" column is "yes" and the "First Different" column is "nothing".
  • For the string "333", all characters are the same (3), so the "All Same" column is "yes" and the "First Different" column is "nothing".
  • For the string ".55", the first different character is '.', represented in hex as 0x2e, and its position is 1, so the "First Different" column is "2e (0x2e)".
  • For the string "tttTTT", the first different character is 'T', represented in hex as 0x54, and its position is 2, so the "First Different" column is "54 (0x54)".
  • For the string "4444 444k", the first different character is 'k', represented in hex as 0x6b, and its position is 5, so the "First Different" column is "6b (0x6b)".
  • For the string "pΓ©pΓ©", the first different character is 'Γ©', represented in hex as 0xe9, and its position is 2, so the "First Different" column is "e9 (0xe9)".
  • For the string "🐢🐢🐺🐢", the first different character is '🐺', represented in hex as 0x1f43a, and its position is 3, so the "First Different" column is "1f43a (0x1f43a)".
  • For the string "πŸŽ„πŸŽ„πŸŽ„πŸŽ„", the first different character is 'πŸŽ„', represented in hex as 0x1f384, and its position is 2, so the "First Different" column is "1f384 (0x1f384)".

Source code in the julia programming language

firstdifferent(s) = isempty(s) ? nothing : findfirst(x -> x != s[1], s)

function testfunction(strings)
   println("String                  | Length | All Same | First Different(Hex) | Position\n" *
           "-----------------------------------------------------------------------------")
    for s in strings
        n = firstdifferent(s)
        println(rpad(s, 27), rpad(length(s), 9), n == nothing ? "yes" :
            rpad("no               $(s[n])   ($(string(Int(s[n]), base=16)))", 36) * string(n))
    end
end

testfunction([
	"",
	"   ",
	"2",
	"333",
    ".55",
    "tttTTT",
    "4444 444k",
    "pΓ©pΓ©",
    "🐢🐢🐺🐢",
    "πŸŽ„πŸŽ„πŸŽ„πŸŽ„",
])


  

You may also check:How to resolve the algorithm Modular exponentiation step by step in the Raku programming language
You may also check:How to resolve the algorithm Pig the dice game step by step in the Ring programming language
You may also check:How to resolve the algorithm Arithmetic-geometric mean step by step in the Phixmonti programming language
You may also check:How to resolve the algorithm Repeat a string step by step in the MATLAB / Octave programming language
You may also check:How to resolve the algorithm Permutations/Derangements step by step in the Common Lisp programming language