How to resolve the algorithm Entropy/Narcissist step by step in the Ruby programming language

Published on 12 May 2024 09:40 PM

How to resolve the algorithm Entropy/Narcissist step by step in the Ruby programming language

Table of Contents

Problem Statement

Write a computer program that computes and shows its own   entropy.

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Entropy/Narcissist step by step in the Ruby programming language

The provided Ruby code defines a method called entropy that calculates the Shannon entropy of a given string s. Shannon entropy is a measure of the uncertainty or randomness in a message, and it is often used in information theory and natural language processing.

Here's a detailed breakdown of the code:

  1. The entropy method takes a string s as input.

  2. It starts by counting the occurrences of each character in the string using s.each_char.tally, which returns a hash where the keys are characters and the values are their respective counts.

  3. It calculates the total size of the string by calling s.size.to_f. Converting the size to a float ensures that we can perform floating-point calculations later.

  4. The code then initializes a variable called entropy to 0. This variable will be used to accumulate the entropy value.

  5. It iterates through the values of the character counts (counts.values) and applies a block to each value. The block takes two parameters: entropy (the current entropy value) and count (the count of a particular character).

  6. For each character count, the code calculates the frequency of that character (freq = count / size) by dividing the count by the total size of the string.

  7. It then updates the entropy value using the formula for Shannon entropy: entropy - freq * Math.log2(freq). This formula measures the contribution of each character to the overall randomness of the string.

  8. After processing all the character counts, the method returns the final entropy value, which represents the uncertainty or randomness in the input string.

  9. In the last two lines, the code reads the content of the current file (__FILE__) into a string s and then calls entropy(s) to calculate the entropy of the file's content. It prints the entropy value using p.

By using this code, you can calculate the Shannon entropy of any string or text file, which can be useful for analyzing language patterns, randomness, or information content.

Source code in the ruby programming language

def entropy(s)
  counts = s.each_char.tally
  size = s.size.to_f
  counts.values.reduce(0) do |entropy, count|
    freq = count / size
    entropy - freq * Math.log2(freq)
  end
end

s = File.read(__FILE__)
p entropy(s)


  

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