The relationship of the spectral dimension and spatial search on a fractal lattice using quantum walk
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Updated
Feb 3, 2018 - C
The relationship of the spectral dimension and spatial search on a fractal lattice using quantum walk
Simulates a quantum walk on a 2D lattice in Fortran
Provides methods concerning checking and existance of exceptional configuration for quantum walks.
In this paper, I’ll provide an overall introduction of of quantum walks and its application to two search problems 1. The Historic Quantum random-walk search algorithm 2. A recent generalization for Spatial Search
Mathematica package to handle quantum walks.
Circuital implementation of a Quantum Random Walk on a Johnson graph using qiskit
Code and data used for the paper: Quantum state engineering using one-dimensional discrete-time quantum walks.
Simulation frameworks for classical, quantum, and hybrid classical-quantum walks on arbitrary networks.
Implementation and analysis of different DTQW schemes in Qiskit.
Continuous-time quantum walk Python package and GUI
Rule based optimizer of quantum walk
In this thesis we study the properties of quantum walks with time dependent Hamiltonians, focusing in particular on the application to the quantum search problem on graphs. We study the search, localization and give a measure of robustness.
Source code of Hiperwalk project
Quantum Walk Graph Classifier
The Swiss Army Knife of Applied Quantum Technology (Experimental Tech)
QI package for Mathematica
QuantumWalk.jl: Package for building algorithms based on quantum walks
QSWalk.jl: simulating the evolution of open quantum systems on graphs
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