Simulation of Quantum Algorithm Using Modified Qubit Rotation
We study the implementation of Grover's algorithm in an Ising spin chain quantum computer. In our scheme, we removed the application of time delay whenever a qubit operation is performed. Instead, we introduced a set of modified pulses that utilizes the interaction of the neighboring qubit. In...
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2023
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ph-ateneo-arc.physics-faculty-pubs-11562024-02-29T08:06:25Z Simulation of Quantum Algorithm Using Modified Qubit Rotation Sombillo, Neris I. We study the implementation of Grover's algorithm in an Ising spin chain quantum computer. In our scheme, we removed the application of time delay whenever a qubit operation is performed. Instead, we introduced a set of modified pulses that utilizes the interaction of the neighboring qubit. In principle, the absence of time delay pulses allows the overall rotation pulses to be applied simultaneously to execute a gate. We show that the fidelity remains high after continuous application of π/2 pulses. The error arising from the unitary evolution is minimized by using soft pulses. Finally, the probability of finding the target state remain bounded through the application of fixed-point quantum search scheme. 2023-01-01T08:00:00Z text text/html https://archium.ateneo.edu/physics-faculty-pubs/157 https://doi.org/10.1063/5.0163121 Physics Faculty Publications Archīum Ateneo Ising spins Quantum algorithms Quantum computing Quantum information Mathematics Physical Sciences and Mathematics Physics Quantum Physics |
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Ising spins Quantum algorithms Quantum computing Quantum information Mathematics Physical Sciences and Mathematics Physics Quantum Physics Sombillo, Neris I. Simulation of Quantum Algorithm Using Modified Qubit Rotation |
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We study the implementation of Grover's algorithm in an Ising spin chain quantum computer. In our scheme, we removed the application of time delay whenever a qubit operation is performed. Instead, we introduced a set of modified pulses that utilizes the interaction of the neighboring qubit. In principle, the absence of time delay pulses allows the overall rotation pulses to be applied simultaneously to execute a gate. We show that the fidelity remains high after continuous application of π/2 pulses. The error arising from the unitary evolution is minimized by using soft pulses. Finally, the probability of finding the target state remain bounded through the application of fixed-point quantum search scheme. |
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Sombillo, Neris I. |
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Sombillo, Neris I. |
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Sombillo, Neris I. |
title |
Simulation of Quantum Algorithm Using Modified Qubit Rotation |
title_short |
Simulation of Quantum Algorithm Using Modified Qubit Rotation |
title_full |
Simulation of Quantum Algorithm Using Modified Qubit Rotation |
title_fullStr |
Simulation of Quantum Algorithm Using Modified Qubit Rotation |
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Simulation of Quantum Algorithm Using Modified Qubit Rotation |
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simulation of quantum algorithm using modified qubit rotation |
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Archīum Ateneo |
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2023 |
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https://archium.ateneo.edu/physics-faculty-pubs/157 https://doi.org/10.1063/5.0163121 |
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