What are these plots? Classical quantum computing algorithms.
Do I understand them? Not enough.
Did I generate them, run them on my computer, and no one else has the code that I used for them? Yes.
Are they easy to replicate? For someone who understands QC, they are probably trivial.
Are they correct, or wrong? Both, but likely mostly wrong.
Why am I putting these here? If I put these plots here, then I will be more enticed to learn more about the underlying potential physics and algorithms.
- Boson Sampling:
boson_sampling.py - Classical Metropolis (Ising Model):
classical_metropolis.py - Continuous-Time Quantum Walk (CTQW):
ctqw.py - Deutsch-Jozsa Algorithm:
deutsch_jozsa.py - Hamiltonian Simulation:
hamiltonian_simulation.py - Harrow-Hassidim-Lloyd (HHL) Algorithm:
hhl.py - Quantum Autoencoder (QAE):
qae.py - Quantum Approximate Optimization Algorithm (QAOA):
qaoa.py - Quantum Fourier Transform (QFT):
qft.py - Quantum Principal Component Analysis (qPCA):
qpca.py - Quantum Phase Estimation (QPE):
qpe.py - Quantum Support Vector Machine (QSVM) – Kernel Method:
qsvm_kernel.py - Quantum Counting Algorithm:
quantum_counting.py - Discrete-Time Quantum Walk (DTQW):
quantum_walk.py - Shor’s Algorithm (Period Finding Subroutine):
shors_period_finding.py




























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