2000
Spontaneous Symmetry Breaking at Infinite Momentum without P+ Zero Modes
Rozowsky J, Thorn C. Spontaneous Symmetry Breaking at Infinite Momentum without P+ Zero Modes. Physical Review Letters 2000, 85: 1614-1617. PMID: 10970571, DOI: 10.1103/physrevlett.85.1614.Peer-Reviewed Original ResearchNonadiabatic photodissociation dynamics of ICN in the à continuum: A semiclassical initial value representation study
Coronado E, Batista V, Miller W. Nonadiabatic photodissociation dynamics of ICN in the à continuum: A semiclassical initial value representation study. The Journal Of Chemical Physics 2000, 112: 5566-5575. DOI: 10.1063/1.481130.Peer-Reviewed Original ResearchFull quantum mechanical calculationsNonadiabatic photodissociation dynamicsPhotodissociation dynamicsMechanical calculationsQuantum mechanical calculationsSemiclassical initial value representation methodSemiclassical resultsNonadiabatic processesRotational distributionsSemiclassical techniquesAbsorption spectraModel HamiltonianExcellent agreementHamiltonianExperimental dataCalculationsContinuumDynamicsSpectraDirect comparisonQuantizationAgreementICN
1998
One-loop n-point helicity amplitudes in (self-dual) gravity
Bern Z, Dixon L, Perelstein M, Rozowsky J. One-loop n-point helicity amplitudes in (self-dual) gravity. Physics Letters B 1998, 444: 273-283. DOI: 10.1016/s0370-2693(98)01397-5.Peer-Reviewed Original ResearchFour-dimensional Minkowski spaceSelf-dual gravityPure Einstein gravityYang-Mills theoryEinstein gravityMinkowski spaceExplicit computationAnalytic behaviorRational functionsOne-loop amplitudesLoop amplitudesExternal gravitonsUnitarity cutsAnsatzGravitonsGravityMomentumGravity resultsAmplitudeQuantizationComputationAnalogous amplitudesHelicity amplitudesHelicityTheory
1992
Connectionisn and the Computational Neurobiology of Curve Detection
Zucker S, Dobbins A, Iverson L. Connectionisn and the Computational Neurobiology of Curve Detection. 1992, 277-296. DOI: 10.1093/oso/9780195076653.003.0009.Peer-Reviewed Original ResearchCurve detectionComputational visionOrientation informationReceptive fieldsStereoscopic perceptionComputational neurobiologySame receptive fieldVisionAreas of visionFirst paradigmNearby curvesDetectionSimilar notionsRetinal samplingAbstract OneQuantizationParadigmEnd resultInformationExampleModem theory
1985
Spatial-frequency discrimination at low frequencies: evidence for position quantization by receptive fields.
Hirsch J, Hylton R. Spatial-frequency discrimination at low frequencies: evidence for position quantization by receptive fields. Journal Of The Optical Society Of America A 1985, 2: 128-35. PMID: 3973751, DOI: 10.1364/josaa.2.000128.Peer-Reviewed Original Research
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