Example for One Particle Quantum Walk on a Square Lattice
• a grid of size 61×61;
• a number of steps 30;
• initial state|ψ(0)⟩=|−5,−5⟩ (|E⟩−|S⟩)+|5,5⟩ (|N⟩−|W⟩) (normalized).
• random matrix index of 0.2;
• random broken link index of 0.2; • Klein bottle;
• a grid of size 61×61;
• a number of steps 30;
• initial state|ψ(0)⟩=|−5,−5⟩ (|E⟩−|S⟩)+|5,5⟩ (|N⟩−|W⟩) (normalized).
• random matrix index of 0.2;
• random broken link index of 0.2; • Klein bottle;
Example for 2 Particles Quantum Walk on the Line
- a grid of size 61×61;
- a number of steps 30;
- initial state |ψ(0)⟩ = |−5, −5⟩ (|RR⟩ − |LL⟩) + |5, 5⟩ (|RR⟩ − |LL⟩) (normalized).
- reflecting boundary conditions;
- random matrix index of 0.6 on line 1 and 0.3 on line 2;
- measures in point 10 of first line with option 3;
- first walker with circular topology and second particle with reflecting boundaries.
Example for One Particle Quantum Walk on the Line
• a line of length 201;
• a number of steps 1000;
• reflecting boundary condition on both ends; • index of random broken link of 0, 3;
• initial state |ψ0⟩= (|0⟩(|R⟩−|L⟩)+0,5|5⟩|R⟩) (normalized).
• a line of length 201;
• a number of steps 1000;
• reflecting boundary condition on both ends; • index of random broken link of 0, 3;
• initial state |ψ0⟩= (|0⟩(|R⟩−|L⟩)+0,5|5⟩|R⟩) (normalized).
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