Source code for the book "Quantum Computing for Programmers", Cambridge University Press
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Updated
Aug 18, 2024 - C++
Source code for the book "Quantum Computing for Programmers", Cambridge University Press
An implementation of the quantum fourier transform circuit using IBM Qiskit ⚛️. In theory, this would dramatically speed up image processing operations particularly useful in computer vision 🤖.
The code demonstrates how a third party can break the RSA by obtaining the secret key by using public key and interrupt the communication and modifies the messages in transit.
Thorough solutions of some problems from the book "Quantum Computation and Quantum Information".
Qiskit implementation of Quantum computing terminologies using Quantum algorithms and gates
An advanced exploration of Quantum Fourier Transform (QFT) using Quantum Machine Learning (QML). This project delves into the optimization of variational quantum circuits, leveraging machine learning techniques to evaluate and visualize the transformation capabilities of QFT in quantum computing.
Implementation of a Quantum Fourier Transform on quantum circuit with qiskit and cirq and on Matrix Product States with quimb and personal implementation
Quantum Computing Notes | Quantum algorithms and protocols using qiskit | QFT using Pennylane and Cirq | Xanadu CodeBook | Tutorials in Cirq
My assignment solutions for Quantum Computing Workshop
Explore quantum computing with Qiskit! Dive into Grover's algorithm, Quantum Fourier Transform, and more. Includes code executed on IBM Quantum Experience.
Repo created for submission of screening task for the QOSF mentorship program
Code repository for the QuIC Seminar at Michigan State University.
Implementation of the quantum register-by-constant addition algorithm based on quantum Fourier transform.
Implementations of some quantum algorithms with Qiskit.
Demonstrates basic quantum image processing techniques using Qiskit
This algorithm lets you to apply DFT to a state with quantum circuits. It has decreased the complexity to O(NlogN) from classical O(N^2) approach. This repository is an application interface to use QFT and inverse QFT algorithms.
Bachelor's thesis: Solving the 3-SAT problem using quantum algorithms
Interactive Showcases of Quantum Tic-Tac-Toe Game and Shor's Algorithm for Integer Factorization, covering various Quantum Computing concepts like Quantum Gates, Superposition & Entanglement, Measurement & Collapse, or Quantum Fourier Transform & Phase Estimation, etc.
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