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Visual Basic Hashing Algorithms: Implementing One-Way Encryption



Understanding Hashes in Visual Basic

In modern web development, ensuring data authenticity and integrity is critical. While many developers rely on standard libraries, understanding the mechanics of a custom JS hash function allows for specialized applications like digital signatures and secure message authentication.

This guide explores a unique approach to mathematical hashing in Visual Basic, utilizing recurrence series and large-scale integer manipulation.

What is a One-Way Hash? | Explanation for Visual Basic Kids

A one-way hash is a cryptographic function that transforms an input into a unique string of characters. It is designed to be non-revertible encryption; you can easily generate a hash from a message, but it is computationally impossible to reconstruct the original message from the hash. This makes it ideal for verifying data without exposing the raw information.


The Mathematical Foundation for the Visual Basic Hash Algorithm

The core of this algorithm is based on a specific mathematical recurrence series. By applying a formula to the character codes of a string, we create a high-entropy output.

The Recurrence Equation | Maths Explanation for Visual Basic Kids

The algorithm utilizes the following series to generate the hash weight:

$$ T_n = (n-2)t_1 + 2^n $$

Where:

  • $n$ represents the position of the character.
  • $t_1$ is the initial seed or value derived from the character code.

Implementing the Custom Hash in Visual Basic

To ensure precision during complex calculations, we utilize a Visual Basic BigInteger approach. This prevents rounding errors often found in standard floating-point arithmetic when dealing with large numbers.

Key Features of the Visual Basic Hash Implementation:

  1. Character Code Processing: Using `charCodeAt`, the algorithm iterates through each string element to gather raw data.
  2. Bitwise Rotation: To increase security, the output undergoes a bitwise rotation based on the modulo of the recurrence result, ensuring that small changes in input (avalanche effect) result in vastly different hashes.
  3. Digital Signatures: The resulting hash can be used as a signature to verify that a file or message has not been altered.

Create a new VB.Net class file;
Call it Hashes.
Type out the adjoining VB.Net Hashing Algorithm.


Important: BigInteger is inbuilt in VB.Net.
You only need to import the System.Numerics library.

You might have to add the above library in the reference section - Project >> Add Reference...; tick off System.Numerics - to be able to use it.


Why Use Custom Mathematical Hashing? | Explanation for Visual Basic Kids

Implementing tertiary level Visual Basic math in your security protocols offers several benefits:

  • No Dependencies: Perform secure checks without bloating your project with external libraries.
  • Educational Insight: Gain a deeper understanding of how cryptographic authenticity is calculated at a low level.
  • Performance: Tailored algorithms can be optimized for specific data types, providing faster verification for niche applications.

Hashing vs Encryption | Explanation for Visual Basic Kids

Although hashing and encryption are sometimes confused, they serve different purposes.

  • Encryption is reversible. Encrypted data can be decrypted using a key.
  • Hashing is non-reversible. Once data is hashed, it cannot be restored to its original form.

This distinction makes hashing particularly suitable for sensitive data such as passwords, where systems only need to verify correctness rather than retrieve the original value.


Properties of a Good Hash Algorithm | Explanation for Visual Basic Kids

  • Deterministic: The same input always produces the same output.
  • Collision Resistant: Different inputs should not produce the same hash.
  • Non-Reversible: Hashes cannot be converted back to the original input.
  • Efficient: Quick to compute even for large inputs.

Applications of Hashing in Visual Basic

Visual Basic hashing is commonly used in a variety of real-world scenarios:

  • Password verification: Systems store hashed passwords instead of plaintext values
  • Data integrity checks: Hashes ensure data has not been altered
  • Authentication mechanisms: Hashes help verify user credentials securely
  • Digital signatures: Hash values confirm message authenticity

In each case, hashing allows systems to confirm data validity without exposing sensitive information.


Hash Collisions and Their Implications

A hash collision occurs when two different inputs produce the same hash output. While collisions are theoretically unavoidable, good hash algorithms make them extremely rare.

In practice, collision resistance is essential for maintaining trust in systems that rely on hashes for security and verification.

Summary: Visual Basic Hashing Algorithm

Hashes in Visual Basic provide a secure and efficient way to represent data using one-way hash functions. By producing fixed-length, non-reversible outputs, hash algorithms play a critical role in data security, authentication, and integrity verification.

Understanding how Visual Basic hash functions work - and when to use them - is essential for building reliable and secure web applications.










VB.Net Code for Hashes - Class File

Imports System.Numerics
Imports System.Globalization

Public Class Hashes

    Public Function hashWord(msg As Char()) As String
        ' encoding eqn { Tn = (n-2)t1 + 2^n } - please use your own eqn
        Dim hash As String = ""
        Dim big_hash As BigInteger = 0
        Dim n As Integer
        Dim t1 As Integer
        Dim x As BigInteger
        For i As Integer = 0 To msg.Length - 1
            ' get unicode of this character as n
            n = AscW(msg(i))
            t1 = i + 1
            ' use recurrence series equation to hash
            x = BigInteger.Add(BigInteger.Multiply(n - 2, t1), BigInteger.Pow(2, n))
            If i = 0 Then
                hash = x.ToString()
                big_hash = x
                Continue For
            End If

            ' convert number from base 10 to base 2
            Dim binary As String = ""
            Dim remainder As BigInteger = 0
            Do
                big_hash = BigInteger.DivRem(big_hash, 2, remainder)
                binary = remainder.ToString() + binary
            Loop While big_hash.Equals(BigInteger.Zero) = False

            ' bitwise rotate left with the modulo of x
            x = BigInteger.Remainder(x, binary.Length)

            Dim slice_1 As Char() = binary.Substring(CInt(x)).ToCharArray()
            ' keep as '1' to preserve hash size
            slice_1(0) = "1"c

            Dim slice_2 As String = binary.Substring(0, CInt(x))

            hash = String.Join("", slice_1) + slice_2

            ' convert number from base 2 to base 10
            big_hash = 0 ' Not necessary; just stating the obvious
            Dim j As Integer = 0
            Do While j < hash.Length
                big_hash = BigInteger.Add(BigInteger.Multiply(Integer.Parse(hash(j).ToString()), BigInteger.Pow(2, hash.Length - 1 - j)), big_hash)
                j += 1
            Loop
        Next i
        hash = big_hash.ToString("X")
        hash = hash.ToUpper()

        Return hash
    End Function

End Class


VB.Net Code for Hashes - Main Class

Module Miscellaneous_Hashes

    Sub Main()

        Dim message As Char() = "merry xmas".ToCharArray()

        Dim one_way As Hashes = New Hashes()
        Dim hashed As String = one_way.hashWord(message)

        Console.WriteLine("Message is '" & String.Join("", message) & "';" &
                          Environment.NewLine & "Message hash is " + hashed)
    End Sub

End Module





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