Learn Quantum Machine Learning
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Updated
Aug 12, 2026 - Jupyter Notebook
Learn Quantum Machine Learning
A repository of hints and solutions for Michael Nielsen and Isaac Chuang's Book, Quantum Computation and Quantum Information, 10th Anniversary Edition.
Curated collection of educational materials on the many-worlds interpretation of quantum mechanics
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 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 …
These are handwritten solutions of almost all exercises in "Gauge Fields, Knots and Gravity" by John Baez & Javier P. Muniain.
A Scikit-learn Python Package for the Helstrom Quantum Centroid Classifier
⚛️ 💥 ⚙️ 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…
Numerical solver for non-linear Hamilton-Jacobi PDEs. Implements Crank-Nicolson methods to generate adaptive trajectory simulations.
A speculative framework for consciousness, simulation theory, and pineal signal transduction.
physics and (possibly) the unified theory
A quantum state distinguisher with minimum theoretical worst-case probability of error.
An attempt to unify general relativity and quantum mechanics
A Framework for Controlled Collapse and Information Encoding Without Decoherence
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.
A Lean 4 research platform for mathematical physics: unbounded operators, spectral theory, quantum mechanics, and quantum information — built on Mathlib.
Classical chaotic simulation of a toy model helium atom
Michigan Model: Resonant Metric Engineering aims to help with universal space travel
A collection of programs for determining the effect of external fields on the thermal transport through magnetic excitations (magnons)
A restrained fracture map for quantum gravity: locating the stage-break between general relativity and quantum theory, tracing pre-spacetime emergence, and naming the ruler problem.
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