How to resolve the algorithm Best shuffle step by step in the Racket programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Best shuffle step by step in the Racket programming language
Table of Contents
Problem Statement
Shuffle the characters of a string in such a way that as many of the character values are in a different position as possible. A shuffle that produces a randomized result among the best choices is to be preferred. A deterministic approach that produces the same sequence every time is acceptable as an alternative. Display the result as follows: The score gives the number of positions whose character value did not change.
Let's start with the solution:
Step by Step solution about How to resolve the algorithm Best shuffle step by step in the Racket programming language
Source code in the racket programming language
#lang racket
(define (best-shuffle s)
(define len (string-length s))
(define @ string-ref)
(define r (list->string (shuffle (string->list s))))
(for* ([i (in-range len)] [j (in-range len)])
(when (not (or (= i j) (eq? (@ s i) (@ r j)) (eq? (@ s j) (@ r i))))
(define t (@ r i))
(string-set! r i (@ r j))
(string-set! r j t)))
r)
(define (count-same s1 s2)
(for/sum ([c1 (in-string s1)] [c2 (in-string s2)])
(if (eq? c1 c2) 1 0)))
(for ([s (in-list '("abracadabra" "seesaw" "elk" "grrrrrr" "up" "a"))])
(define sh (best-shuffle s))
(printf " ~a, ~a, (~a)\n" s sh (count-same s sh)))
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