The Quantum Framework for Our Mathematical Universe
Requirements
- Be ready to learn
Description
Utilizing multiple theorems derived from Z = {∀Θ∈Z→∃s ∈ S ʌ ∃t ∈ T: Θ= 〈 (s,t)}., and formulating the equation: X=O+Σ H +( n (log)Φ/P d x , as well as some mathematical constraints and numerous implications in Quantum Physics, Classical Mechanics, and Algorithmic Quantization, we come up with a framework for mathematically representing our universe. These series of individualized papers make up a huge part of a dissertation on the subject matter of Quantum Similarity. Everything including how we view time itself and the origin point for our universe is explained in theoretical details throughout these papers.
Who this course is for:
- Physics Researchers
- Beginner to Intermediate Physicist
- Anyone with a curiousity to learn something new
Instructor
Andrew Magdy Kamal is an app developer who have reached millions of downloads, leading him to start a startup known as AndSocialREW Gaming and Publishing. Andrew currently has his expertise in Theoretical Physics, Product Design, Computer Science, and Mathematical Computation. He is also known for having developed products such as the Mixed Reality Suit, and apps such as "Minefense". His ingenuity have not stopped there, as he holds many world records in his place for his accomplishments as well as intellectual property. One of the things Andrew hopes to do is share his knowledge with others. He wants to get other people to have a sense of charisma when learning this type of content. He is here on Udemy to teach some of the stuff that he learned and help people begin to gain knowledge about the industry.