Clifford circuits, graph states, and other quantum Stabilizer formalism tools.

Quantum Entanglement in Python

Updated and most comprehensive Repository On Quantum Computing Resources. It contains all the material I use for my research on Quantum Computing for Both Theories and Codes - I update it regularly.

⚛️ 👨‍🏫 📚 A two-week intensive Summer School on Quantum Computing from IBM Quantum, using mostly the features of the IBM's Qiskit library. In this Summer School, were lectured topics on basics of Quantum Information, Quantum Entanglement, Quantum Algorithms, Quantum Error Mitigation, among many others.

What if things aren't always what they seem? An introduction to quantum entanglement (2022 Swift Student Challenge submission)

Article here: http://muonray.blogspot.com/2022/02/quantum-encryption-of-images-in-python.html The definition of image encryption used here is an extension of data encryption in general: using the bitwise XOR operation of the original image pixels and the random key image pixels, with the key image being either a pseudo-random stream cipher or th…

⚛️ 🚀 👽 A self-paced, game-based Quantum Computing learning program for students, researchers and enthusiasts. This program offers a general understanding of Quantum Computing, as well as some of its applications, such as Quantum Machine Learning and Quantum Optimization, and how to program real quantum computers.

A simulation of the inner working of a quantum computer

Basic quantum programming using qiskit in python

Object oriented library for research in quantum nonlocality

Witnessing multi-partite entanglement in Python.

An atom plugin for users that want to edit the same file in real time.

Tool for Hilbert-Schmidt distance calculation with Gilbert algorithm.

Simulating Multipartite Entanglement Verification Protocol using NetSquid

Implementation of CSSFinder backend using NumPy for calculations.

Finished with grade 5 (2-5 range), unfortunately only Polish version is available.

This repository contains the codebase for my research project, which involves computationally analyzing Z2 and SN lattice gauge theories. Utilizing the Kitaev Quantum Double Model (D(G)), the investigation focuses on determining the ground state properties of the system and conducting an analysis of the entanglement entropy.

Implementation of a quantum circuit, creating a pair of entangled qubits in the |𝜙+⟩ state.

Can we send information to the past or future, and due to entanglement past and present are same instance, Quantum delayed choice experiment - already proven impossible - however, personal rework and conceptual understanding