How to resolve the algorithm Singly-linked list/Element definition step by step in the Haskell programming language

Published on 7 June 2024 03:52 AM

How to resolve the algorithm Singly-linked list/Element definition step by step in the Haskell programming language

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Problem Statement

Let's start with the solution:

Step by Step solution about How to resolve the algorithm Singly-linked list/Element definition step by step in the Haskell programming language

The provided Haskell code defines two custom data types: List and IntList. Let's break down each of these types:

  1. List Data Type:

    • List is a generic data type that represents singly linked lists. It has two constructors:
      • Nil represents an empty list.
      • Cons a (List a) represents a non-empty list that consists of a head element a and a tail, which is another List of type a.
  2. IntList Data Type:

    • IntList is a type that stores lists of integers (Integer in Haskell). It has a similar structure to List but introduces a new concept called STRef.

      • Nil still represents an empty list.
      • Cons Integer (STRef s (IntList s)) represents a non-empty list that contains an integer head element and a reference to another IntList (STRef s (IntList s)). This reference is stored in a "state" (s) monad.
    • The STRef type is used to create thread-safe shared references in Haskell. It allows multiple threads to access and modify the same data structure concurrently. The s type parameter represents the type of the state monad.

In summary, List is a general-purpose linked list data type, while IntList is a specialized type for lists of integers that uses a STRef for thread-safe concurrent access.

Source code in the haskell programming language

 data List a = Nil | Cons a (List a)


 data IntList s = Nil | Cons Integer (STRef s (IntList s))


  

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