A quantum error analyzer for visualizing Pauli error propagation, tracking Pauli frames, and analyzing Monte Carlo noise behavior in Clifford circuits

I applied Shor's Error Correction Algorithm to Quantum Teleportation.

⚛ Quantum Computing, for Humans.

🔨 Research & C++ implementation on abstract additive Quantum Decision Diagrams 📚

A shorthand notation for generating a quantum circuit.

Quantum Computing Algorithms Implemented on IBM's 5-Qubit IBMqx4 Hardware. QASM Coding Architecture Built on Python.

This is a full adder written in OpenQASM.

Framework for writing and running cQASM files against any Quantum Inspire's emulator backend via their API

A collection of Quantum Algorithms and tutorials, written in OpenQASM and Python using qiskit

Exercises For Programing a Quantum Computer With Quantum Inspire's Own QASM Language

Quantum Teleportation + Quantum Fourier Transform = Quantum Fourier Teleportation

Assembly to quantum assembly

I heard that the most difficult quantum calculation ever performed (I don't know the year this statement was made) was 3x5, so I decided to try it.

Syntax highlighting for QASM code in Atom.

The inverse of the Quantum Fourier Transform (QFT) is an integral part of the encryption-breaking Shor's Factoring Algorithm.

At last, generate a pure random number, as nature intended

This is my attempt to use the quantum phase estimation component of Shor's Factoring Algorithm to factor the number 21.

This repository contains a collection of Jupyter Notebooks demonstrating various quantum computing concepts using Qiskit, a popular quantum computing framework.

Quantum Phase Estimation is a key component of Shor's Factoring Algorithm.