/Quantum-Mechanics-Notebooks

Welcome to my Quantum Mechanics Class repository. This repository houses coursework on quantum mechanics fundamentals, quantum phenomena, quantum interpretations, and their applications in computing. Each topic has an associated Jupyter notebook that breaks down complex quantum principles into comprehensible learning segments.

Primary LanguageJupyter Notebook

Quantum Mechanics Class

Table of Contents

  1. Introduction
  2. Course Structure
  3. Repository Structure
  4. Usage
  5. Contact

Introduction

Welcome to the Quantum Mechanics Class repository! This course aims to introduce students to the fundamental concepts of quantum mechanics, quantum phenomena, quantum interpretations, and the application of these concepts to computing.

This repository hosts all the homework notebooks associated with the course, demonstrating deep comprehension of various topics within quantum mechanics, and applications of these theories using Python for quantum computations.

Course Structure

The course is broken down into the following modules:

  1. Schrödinger Equation
  2. Quantum Phenomena
  3. Quantum States (Cats and Qubits)
  4. Quantum Interpretations
  5. Quantum Logic and Grover's Algorithm

Each module introduces fundamental principles and theories of quantum mechanics and quantum computing and is paired with a comprehensive homework assignment to reinforce the learning and provide hands-on experience in problem-solving and programming for quantum systems.

Repository Structure

The repository structure is as follows:

.
├── README.md
├── HW1_schrodinger_equation.ipynb
├── HW2_quantum_phenomena.ipynb
├── HW3_cats_and_qubits.ipynb
├── HW4_quantum_interpretations.ipynb
└── HW5_logic_and_grover.ipynb

Each HW<i>_*.ipynb file is a Jupyter notebook containing the homework associated with the corresponding course module.

Contact

Feel free to contact me for any questions, discussions, or clarifications about this Quantum Mechanics class or any related topics. I am always open to discussing scientific principles, particularly in the realm of Quantum Mechanics and Quantum Computing.

Contact Information:

masewheeler@outlook.com - 360-975-8555