Adaptation of QuFI to the Pennylane API
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Updated
Mar 6, 2024 - Jupyter Notebook
Adaptation of QuFI to the Pennylane API
Exercises associated with Microsoft's Q# and the Quantum Developer Kit
quantum irregular dynamics simulator
Travail d'initiative personelle encadré (TIPE), MPSI
Reproducing results in QAOA (Quantum Approximate Optimization Algorithm).
Quantum Simulation of 3 qubit Ising Hamiltonian run on IBM Quantum Hardware.
Demonstrative Jupyter Notebook for evaluating matrix elements of observables (generic base) using Quantum Hardware (IBM Qiskit).
Julia package made for quasi-particle scattering simulations of one-dimensional uniform discrete quatum many-body systems using Tensor Network methods (MPS).
Problems that are logically equivalent to Bell test experiments and thus trivially invalidate every quantum physics textbook.
This is an introductory tutorial on quantum information and quantum computing to get you started coding with Qiskit, an open-source SDK used to program IBM's quantum computers.
Thorough solutions of some problems from the book "Quantum Computation and Quantum Information".
For some time now I have been interested in quantum computing, which has led me to explore some technologies such as the Microsoft Quantum Develop Kit.
Error mitigation matrices for each chip and every number of qubits, updated daily, so that you don't need to calculate them yourself.
Jupyter Notebooks for quantum algorithms. Language: Python (Qiskit). Platform: IBM Quantum's backends and simulators.
Quantum algorithms for Portfolio Management.
Quantum Computation and Quantum Information F20, lecturer: cylai
Implementation of [[2, 2]] four-cycle surface code
The repository contains the labs which were a part of the IBM Quantum Challenge Fall 2022.
Simulates the vibrational spectra of organic molecules such as amino acids, peptides, or nucleic acids using PyVib2's vibrational perturbation theory algorithm with a DFT potential energy surface. Analyzes the vibrational spectra and investigates the effects of different functional groups and conformations.
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