Search Results - quantum computing
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How to test the "quantumness" of a quantum computer?
Published 2014“…How to test the "quantumness" of a quantum computer?…”
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Buckyball quantum computer: realization of a quantum gate
Published 2005“…This finding opens a new avenue for the realization of Quantum Computers.…”
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Feedback-controlled adiabatic quantum computation
Published 2012“…We propose a simple feedback-control scheme for adiabatic quantum computation with superconducting flux qubits. …”
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Quantum reservoir computing on random regular graphs
Published 2025Subjects: “…Quantum reservoir computing…”
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Quantum computation and quantum information / Michael A. Nielsen & Isaac L. Chuang.
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Adiabatic quantum computing from an eigenvalue dynamics point of view
Published 2011“…These results imply that adiabatic quantum computation is a relatively stable process and possesses a degree of resistance against the effects of noise. …”
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Qualitative analysis of behaviors of quantum systems
Published 2025Subjects: “…Quantum computing…”
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Quantum memristors in artificial neuron circuits
Published 2026Subjects: “…Quantum memristor…”
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Detailed Insight into Exciton Wavefunctions from Quantum Chemistry Computations
Published 2021Subjects: “…Computational chemistry…”
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Generalized quantum cumulant dynamics
Published 2019“…A means of unifying some semiclassical models of computational chemistry is presented; these include quantized Hamiltonian dynamics, quantal cumulant dynamics, and semiclassical Moyal dynamics (SMD). …”
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Out-of-equilibrium many-body quantum systems with respect to adiabatic quantum computing through the lens of the Pechukas–Yukawa framework
Published 2018Subjects: “…Adiabatic Quantum Computing…”
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Relationship between minimum gap and success probability in adiabatic quantum computing
Published 2012“…We explore the relationship between two figures of merit for an adiabatic quantum computation process: the success probability P and the minimum gap Δmin between the ground and first excited states, investigating to what extent the success probability for an ensemble of problem Hamiltonians can be fitted by a function of Δmin and the computation time T. …”
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Quantum Monte Carlo computation: The sign problem as a Berry phase
Published 1993“…The partition function of interacting electrons is often represented as that of noninteracting electrons moving in a stochastic time-dependent field, integrated over the field. Quantum Monte Carlo computation of this functional integral suffers from the sign problem: rapid oscillation of the sign of the integrand at low temperature. …”
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Modeling an adiabatic quantum computer via an exact map to a gas of particles
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