How to resolve the algorithm Best shuffle step by step in the Scala programming language
Published on 12 May 2024 09:40 PM
How to resolve the algorithm Best shuffle step by step in the Scala 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 Scala programming language
Source code in the scala programming language
def coincidients(s1: Seq[Char], s2: Seq[Char]): Int = (s1, s2).zipped.count(p => (p._1 == p._2))
def freqMap(s1: List[Char]) = s1.groupBy(_.toChar).mapValues(_.size)
def estimate(s1: List[Char]): Int = if (s1 == Nil) 0 else List(0, freqMap(s1).maxBy(_._2)._2 - (s1.size / 2)).max
def bestShuffle(s: String): Pair[String, Int] = {
if (s == "") return ("", 0) else {}
val charList = s.toList
val estim = estimate(charList)
// purely functional polynomial solution
def doStep(accu: List[Pair[Int, Int]], sourceFreqMap: Map[Int, Int], targetFreqMap: Map[Int, Int], stepsLeft: Int): List[Pair[Int, Int]] = {
if (stepsLeft == 0) accu else {
val srcChoices = sourceFreqMap.groupBy(_._2).minBy(_._1)._2
val src = srcChoices.toList.apply(Random.nextInt(srcChoices.size))._1
val tgtChoices = targetFreqMap.map(p => if (charList(p._1) != charList(src)) (p._1, p._2) else (p._1, Int.MaxValue / 2)).groupBy(_._2).minBy(_._1)._2
val tgt = tgtChoices.toList.apply(Random.nextInt(tgtChoices.size))._1
doStep((src, tgt) :: accu,
sourceFreqMap.filterKeys(_ != src).map(p => if (charList(p._1) != charList(tgt)) (p._1, p._2 - 1) else (p._1, p._2)),
targetFreqMap.filterKeys(_ != tgt).map(p => if (charList(p._1) != charList(src)) (p._1, p._2 - 1) else (p._1, p._2)),
stepsLeft - 1)
}
}
val leftFreqMap: Map[Int, Int] = charList.zipWithIndex.map(p => (p._2, p._1)).toMap.mapValues(x => freqMap(charList).mapValues(charList.size - _)(x))
val substs = doStep(List(), leftFreqMap, leftFreqMap, charList.size)
val res = substs.sortBy(_._1).map(p => charList(p._2))
(res.mkString, coincidients(charList, res))
// exponential solution (inefficient)
//Random.shuffle(charList).permutations.find(coincidients(charList, _) <= estim)
}
def main(args: Array[String]): Unit = {
println(bestShuffle("abracadabra"));
println(bestShuffle("seesaw"));
println(bestShuffle("elk"));
println(bestShuffle("grrrrrr"));
println(bestShuffle("up"));
println(bestShuffle("a"));
BestShuffleSpecification.check
}
object BestShuffleSpecification extends Properties("BestShuffle") {
property("size") = forAll { (src: String) =>
val s = Main.bestShuffle(src)
s._1.size == src.size
}
property("freq") = forAll { (src: String) =>
val s = Main.bestShuffle(src)
Main.freqMap(s._1.toList) == Main.freqMap(src.toList)
}
property("estimate") = forAll { (src: String) =>
val s = Main.bestShuffle(src)
Main.estimate(src.toList) == s._2
}
}
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