Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
about
Calculating the thermal rate constant with exponential speedup on a quantum computerSeparability of Very Noisy Mixed States and Implications for NMR Quantum ComputingManganese pentacarbonyl bromide as candidate for a molecular qubit system operated in the infrared regime.Mechanisms of local and global molecular quantum gates and their implementation prospects.Quantum computing based on vibrational eigenstates: pulse area theorem analysis.The operations of quantum logic gates with pure and mixed initial states.Effect of diatomic molecular properties on binary laser pulse optimizations of quantum gate operations.Effect of laser pulse shaping parameters on the fidelity of quantum logic gates.Optimal control theory--closing the gap between theory and experiment.Optical switching of nuclear spin-spin couplings in semiconductors.NMR implementation of adiabatic SAT algorithm using strongly modulated pulses.Quantum Computation using Arrays of N Polar Molecules in Pendular States.Implementing quantum logic gates with gradient ascent pulse engineering: principles and practicalities.Deutsch-jozsa algorithm using triggered single photons from a single quantum dot.Implementation of the Deutsch-Jozsa algorithm on an ion-trap quantum computer.Quantum computation with vibrationally excited molecules.Approximate quantum cloning with nuclear magnetic resonance.Nonadiabatic conditional geometric phase shift with NMR.Control of exciton dynamics in nanodots for quantum operations.Quantum information and computationGeometric quantum computation using nuclear magnetic resonanceQuantum information processing with delocalized qubits under global control.Fiber-optics implementation of the Deutsch-Jozsa and Bernstein-Vazirani quantum algorithms with three qubits.Experimental realization of an order-finding algorithm with an NMR quantum computer.Fast quantum search algorithms in protein sequence comparisons: quantum bioinformatics.Quantum computing: Putting it into practice.Complete quantum teleportation using nuclear magnetic resonanceClassical model for bulk-ensemble NMR quantum computationSingle qubit gates with jump and return sequencesError tolerance in an NMR implementation of Grover’s fixed-point quantum search algorithmImplementation of NMR quantum computation with parahydrogen-derived high-purity quantum statesRobust Ising gates for practical quantum computationTackling systematic errors in quantum logic gates with composite rotationsGeometric quantum computationApproximate Quantum Counting on an NMR Ensemble Quantum ComputerQuantum computing by optical control of electron spins
P2860
Q27342771-D4D0633C-8E5F-40D6-A507-6397D1D95D36Q27450775-0C015B3C-088E-4551-881A-C5FE8ED08D11Q31028807-41CE7477-46E2-483D-8C54-04383E2E57ECQ33216746-922CBF30-1835-4D72-9F92-437E4FEFB424Q33232539-C49FEFE1-14CB-4954-9EA3-DE8D2A623081Q33866084-00A4A834-8E27-4D9C-BE1A-69BE3859F9A4Q33977115-A58D38A7-2D20-48CE-914F-B6864D26A5B2Q34415061-03372D25-4566-4884-AF0E-B0487202E716Q34423639-35E4D0DA-A41C-455A-B844-8040C16FFE9DQ35130697-A7BE50F3-90DE-4B6B-8221-26A155824A2CQ40108467-3AFBBA94-4C25-4157-A2C5-0F57782BEEF8Q48053782-5E59C4DE-C4C4-4D20-8928-93D6A0723843Q51327275-BA1B5E5D-45E3-488B-AC9E-CC7EFE56E80CQ51630362-30ABC8BF-B88A-4FB7-9FCB-B6AFEA99A510Q51640082-DA335977-9B40-4F0C-8B5C-7AE5C4748886Q51640584-8903AA99-9D2C-4704-B940-5DE972F0AA56Q51641403-25697968-8FAF-4E0B-976B-DA9937E8E054Q51642660-D772408A-4E35-43CF-814D-00DF29CAF5DEQ51642757-5DE5A474-3F68-4513-AAC4-D2FBD87987DAQ51645311-DC05EF95-A250-4E9A-85BF-BBD5D0616A2FQ51645474-1539F62A-DB0E-48B7-AE6A-FBE4FE1E1026Q51908638-E591A7EE-969E-474E-BD7A-AA750065C36BQ52017194-73131F69-E1DD-4F02-93F5-C1D4FC5DE6B8Q52069695-59B884E9-E5FC-4F12-879B-8939629508F7Q52070449-D591AC9E-745B-4910-A4FE-696E207303D6Q55036294-7043E572-E126-4B3F-B4E4-BE38328CE4D8Q55193758-EA8DC979-9932-47E1-97C3-D55EC3879C58Q57741265-1EFC3AFD-96D3-4E47-9734-2CA87A4A7F66Q57908571-D8501518-EB74-41C1-AB23-6BB21F5D98F3Q57908575-A24E9537-4957-4DC5-9728-D32B68536E37Q57908579-9195B1CE-5399-4D62-8240-1B763D0499C5Q57908587-3375B119-A162-455C-97CE-D171840921AEQ57908590-18BF76AC-0677-48F7-ABA5-94AE5C3F46D2Q57908594-31C8CC82-C722-4898-9EB9-0925D80E6AABQ57908599-709BE030-9D91-4F35-BB34-E7EAB7445171Q58305125-66637126-BFDB-4A48-9047-07ECB52C76CB
P2860
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
description
im August 1998 veröffentlichter wissenschaftlicher Artikel
@de
wetenschappelijk artikel
@nl
наукова стаття, опублікована в серпні 1998
@uk
name
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@en
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@nl
type
label
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@en
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@nl
prefLabel
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@en
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@nl
P2860
P356
P1476
Implementation of a quantum algorithm on a nuclear magnetic resonance quantum computer
@en
P2093
P2860
P304
P356
10.1063/1.476739
P407
P577
1998-08-01T00:00:00Z
P5875
P818
quant-ph/9801027