Learn Quantum Machine Learning

Curated collection of educational materials on the many-worlds interpretation of quantum mechanics

A repository of hints and solutions for Michael Nielsen and Isaac Chuang's Book, Quantum Computation and Quantum Information, 10th Anniversary Edition.

These are handwritten solutions of almost all exercises in "Gauge Fields, Knots and Gravity" by John Baez & Javier P. Muniain.

⚛️ ⚗️ 👨‍🏫 A project based in Quantum Physics/Mechanics, Quantum Information Science, Quantum Theory, Quantum Chemistry and Quantum Computing. This project was developed as part of the Summer School on Quantum Computing: Software for Near Term Quantum Devices 2020, realized by UIMP (Universidad Internacional Menéndez Pelayo), with the support of …

Course description: Physics +CS , it is the first term in a three-term course on quantum computation and quantum information science. Topics covered include density operators, quantum operations, quantum entanglement, quantum circuits, and quantum algorithms.

⚛️ 💥 ⚙️ A project based in Quantum Computing. This project was built using IBM Q Experience/QisKit (Jupyter Notebook/Python Environment Framework from IBM), PyQuil (Python Environment Framework from Rigetti Computing/Rigetti Forest SDK), ProjectQ (Python Environment Open-Source Framework from ETH Zurich), Q# (Q Sharp Programming Language from Mi…

A Scikit-learn Compatible Python Package for the Helstrom Quantum Centroid Classifier

Numerical quantum Hamilton-Jacobi equations of motion solver for simulating quantum trajectories with recurrent neural networks.

physics and (possibly) the unified theory

A quantum state distinguisher with minimum theoretical worst-case probability of error.

A public repository for my quantum-computing documents and Jupyter notebooks. Along with that, most of the quantum-computing content in this repository will be based on the content in PY536 (BU) and Physics 229 (Caltech), along with QCQI notes. Please read the comments inside the files for more information.

This repository is about a new way to consider numbers. The approach attempts to involve quantum theory at the heart of quantum bits to introduce a relativity on the question of whether a number is a pure real number, a pure imaginary number or a complex number.

Classical chaotic simulation of a toy model helium atom

A collection of programs for determining the effect of external fields on the thermal transport through magnetic excitations (magnons)

This repository provides a Julia-based visualization of quantum states using density matrices which can be run on an Arduino Board. It utilizes the QuantumOptics, Plots, and LinearAlgebra Packages for mathematical computation and visualization.