Quantum Hamiltonian Simulation: The Original Use Case
Simulating quantum systems was the original motivation for quantum computers. Hamiltonian simulation, Trotterization, VQE and phase estimation explained.
Simulating quantum systems was the original motivation for quantum computers. Hamiltonian simulation, Trotterization, VQE and phase estimation explained.
What quantum algorithms can and cannot do for Diophantine equations, with the roles of Shor’s, Grover’s and HHL algorithms and variational methods.
How the variational quantum eigensolver finds ground-state energies: ansatz design, energy measurement, parameter optimization and chemistry uses.
The major quantum algorithms in one place: Grover, Shor, QFT, Simon, phase estimation, QAOA, quantum walks, HHL, VQE and amplitude estimation.
An overview of quantum algorithms: their history, the quantum Fourier transform, amplitude amplification, Deutsch-Jozsa, Simon and phase estimation.