Quantum computing simulation

Single qubit exact synthesis over Clifford + T algorithm in Java

Teaching of Quantum Machine Learning with Qiskit

A domain specific programming language for simulating Quantum Computing Algorithms.

General purpose toolbox for simulating quantum versions of game theoretic models. Quantum versions of models that have been handeled are: Penny Flip Game, Prisoner's Dilemma, Two Person Duel, Battle of the Sexes, Newcomb's Paradox, Hawk and Dove Game and Monty Hall Problem.

Full implementation of Shor factoring algorithm with Qiskit. Author: Benjamin Assel

Repository containing a collection of quantum circuits

Quantum Computing with Qiskit, Cirq and Q#.

Implementing the Grover and Deutsch_Jozsa quantum search algorithms, best in world!

A hands-on workshop repository featuring Qiskit-based quantum computing exercises tailored for the LHCb physics community. Includes beginner-friendly notebooks on Qiskit fundamentals, Deutsch-Jozsa, QML, QAOA for Max-Cut, and Grover’s algorithm, with step-by-step explanations and simulations. Ideal for physicists exploring quantum algorithms.

One matrix-free spectral primitive for an operator's whole spectral world — densities, moments, free convolution, pseudospectra, the Brown measure, dequantization diagnostics. Spans 18+ fields of math & physics. pip install resona

IBM Qiskit Global Summer School: The Past, Present and Future of Quantum Computing, Simulate an Oxygen molecules and Nitrogen molecules, using quantum computers, by Mauro Risonho de Paula Assumpção

Repository for the paper "Quantum Logic Operations and Graph Coloring".

My first quantum computing notebook with IBM Qiskit, using Statevector simulations.

Practicing Qiskit!

Jupyter notebooks created for the RPI undergraduate research: Quantum Computing in Design Optimization.

A project visualizing and simulating Grover's Algorithm using NumPy and Qiskit, featuring an interactive Jupyter Notebook UI

My Bachelor Thesis in Quantum Computing and Static Analysis of Shor's Algorithm through Type Inference

Operationalizing Cognitional Mechanics (CM) on classical hardware. Proving that non-commutativity is a structural resource, not just a physical phenomenon.