This measures the amount of universal time-units a classical Genetic Algorithm needs for one String to evolve into another, thus representing a perfect way to measure the String-metric distances.
The smallest distance is -1 while the largest is infinite.
This means that calculations with -1 to -0 universal-time units came from the past, and that such Strings already exist in this universe; thus representing a negative value. Furthermore, -1 universal time-unit is the maximum allowed time-travel for the quantum-level.
The universal time-unit represents the CPU power of approx. 171.7Ghz - 180Ghz which is based on the quantum mechanics of a time-travel. Today, we can only approximate such a device, and this algorithm does such a task telling us how many time-units one String needs to evolve into another representing a different approach to String Metrics. Input is two Strings, output is an approximated double as a distance in universal time-units.

Features

  • Open a README.txt to find out how to use this program
  • If you don't believe that time-travel on a quantum level is possible, add +1 to your result, and make everything that is less than 0 equal 0, so that 0 is the minimum distance.

Project Activity

See All Activity >

Follow String Distance with a Genetic Algorithm

String Distance with a Genetic Algorithm Web Site

nel_h2
Gen AI apps are built with MongoDB Atlas Icon
Gen AI apps are built with MongoDB Atlas

Build gen AI apps with an all-in-one modern database: MongoDB Atlas

MongoDB Atlas provides built-in vector search and a flexible document model so developers can build, scale, and run gen AI apps without stitching together multiple databases. From LLM integration to semantic search, Atlas simplifies your AI architecture—and it’s free to get started.
Start Free
Rate This Project
Login To Rate This Project

User Reviews

Be the first to post a review of String Distance with a Genetic Algorithm!

Additional Project Details

Registered

2012-03-02