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Results: 1-20 |
Results: 20
SYNCHRONIZATION AND OSCILLATORY DYNAMICS IN HETEROGENEOUS, MUTUALLY INHIBITED NEURONS
Authors: WHITE JA CHOW CC RITT J SOTOTREVINO C KOPELL N
Citation: Ja. White et al., SYNCHRONIZATION AND OSCILLATORY DYNAMICS IN HETEROGENEOUS, MUTUALLY INHIBITED NEURONS, Journal of computational neuroscience, 5(1), 1998, pp. 5-16
ON THE APPLICATION OF GEOMETRIC SINGULAR PERTURBATION-THEORY TO SOME CLASSICAL 2 POINT BOUNDARY-VALUE-PROBLEMS
Authors: HAYES M KAPER TJ KOPELL N ONO K
Citation: M. Hayes et al., ON THE APPLICATION OF GEOMETRIC SINGULAR PERTURBATION-THEORY TO SOME CLASSICAL 2 POINT BOUNDARY-VALUE-PROBLEMS, International journal of bifurcation and chaos in applied sciences and engineering, 8(2), 1998, pp. 189-209
ON THE BEHAVIOR OF A NEURAL OSCILLATOR ELECTRICALLY COUPLED TO A BISTABLE ELEMENT
Authors: KOPELL N ABBOTT LF SOTOTREVINO C
Citation: N. Kopell et al., ON THE BEHAVIOR OF A NEURAL OSCILLATOR ELECTRICALLY COUPLED TO A BISTABLE ELEMENT, Physica. D, 121(3-4), 1998, pp. 367-395
DYNAMICS OF 2 MUTUALLY COUPLED SLOW INHIBITORY NEURONS
Authors: TERMAN D KOPELL N BOSE A
Citation: D. Terman et al., DYNAMICS OF 2 MUTUALLY COUPLED SLOW INHIBITORY NEURONS, Physica. D, 117(1-4), 1998, pp. 241-275
FINE-STRUCTURE OF NEURAL SPIKING AND SYNCHRONIZATION IN THE PRESENCE OF CONDUCTION DELAYS
Authors: ERMENTROUT GB KOPELL N
Citation: Gb. Ermentrout et N. Kopell, FINE-STRUCTURE OF NEURAL SPIKING AND SYNCHRONIZATION IN THE PRESENCE OF CONDUCTION DELAYS, Proceedings of the National Academy of Sciences of the United Statesof America, 95(3), 1998, pp. 1259-1264
HOW DOES THE CRAYFISH SWIMMERET SYSTEM WORK - INSIGHTS FROM NEAREST-NEIGHBOR COUPLED OSCILLATOR MODELS
Authors: SKINNER FK KOPELL N MULLONEY B
Citation: Fk. Skinner et al., HOW DOES THE CRAYFISH SWIMMERET SYSTEM WORK - INSIGHTS FROM NEAREST-NEIGHBOR COUPLED OSCILLATOR MODELS, Journal of computational neuroscience, 4(2), 1997, pp. 151-160
MODULATION OF OSCILLATOR INTERACTIONS IN THE CRAB STOMATOGASTRIC GANGLION BY CRUSTACEAN CARDIOACTIVE PEPTIDE
Authors: WEIMANN JM SKIEBE P HEINZEL HG SOTO C KOPELL N JORGERIVERA JC MARDER E
Citation: Jm. Weimann et al., MODULATION OF OSCILLATOR INTERACTIONS IN THE CRAB STOMATOGASTRIC GANGLION BY CRUSTACEAN CARDIOACTIVE PEPTIDE, The Journal of neuroscience, 17(5), 1997, pp. 1748-1760
PARABOLIC BURSTING REVISITED
Authors: SOTOTREVINO C KOPELL N WATSON D
Citation: C. Sototrevino et al., PARABOLIC BURSTING REVISITED, Journal of mathematical biology, 35(1), 1996, pp. 114-128
TRACKING INVARIANT-MANIFOLDS UP TO EXPONENTIALLY SMALL ERRORS
Authors: JONES CKRT KAPER TJ KOPELL N
Citation: Ckrt. Jones et al., TRACKING INVARIANT-MANIFOLDS UP TO EXPONENTIALLY SMALL ERRORS, SIAM journal on mathematical analysis, 27(2), 1996, pp. 558-577
FUNCTIONAL REORGANIZATION IN THALAMOCORTICAL NETWORKS - TRANSITION BETWEEN SPINDLING AND DELTA SLEEP RHYTHMS
Authors: TERMAN D BOSE A KOPELL N
Citation: D. Terman et al., FUNCTIONAL REORGANIZATION IN THALAMOCORTICAL NETWORKS - TRANSITION BETWEEN SPINDLING AND DELTA SLEEP RHYTHMS, Proceedings of the National Academy of Sciences of the United Statesof America, 93(26), 1996, pp. 15417-15422
ANTIPHASE SOLUTIONS IN RELAXATION-OSCILLATORS COUPLED THROUGH EXCITATORY INTERACTIONS
Authors: KOPELL N SOMERS D
Citation: N. Kopell et D. Somers, ANTIPHASE SOLUTIONS IN RELAXATION-OSCILLATORS COUPLED THROUGH EXCITATORY INTERACTIONS, Journal of mathematical biology, 33(3), 1995, pp. 261-280
WAVES AND SYNCHRONY IN NETWORKS OF OSCILLATORS OF RELAXATION AND NON-RELAXATION TYPE
Authors: SOMERS D KOPELL N
Citation: D. Somers et N. Kopell, WAVES AND SYNCHRONY IN NETWORKS OF OSCILLATORS OF RELAXATION AND NON-RELAXATION TYPE, Physica. D, 89(1-2), 1995, pp. 169-183
SPATIAL STRUCTURE OF THE FOCUSING SINGULARITY OF THE NONLINEAR SCHRODINGER-EQUATION - A GEOMETRICAL ANALYSIS
Authors: KOPELL N LANDMAN M
Citation: N. Kopell et M. Landman, SPATIAL STRUCTURE OF THE FOCUSING SINGULARITY OF THE NONLINEAR SCHRODINGER-EQUATION - A GEOMETRICAL ANALYSIS, SIAM journal on applied mathematics, 55(5), 1995, pp. 1297-1323
LEARNING OF PHASE LAGS IN COUPLED NEURAL OSCILLATORS
Authors: ERMENTROUT B KOPELL N
Citation: B. Ermentrout et N. Kopell, LEARNING OF PHASE LAGS IN COUPLED NEURAL OSCILLATORS, Neural computation, 6(2), 1994, pp. 225-241
SUBHARMONIC COORDINATION IN NETWORKS OF NEURONS WITH SLOW CONDUCTANCES
Authors: LOFARO T KOPELL N MARDER E HOOPER SL
Citation: T. Lofaro et al., SUBHARMONIC COORDINATION IN NETWORKS OF NEURONS WITH SLOW CONDUCTANCES, Neural computation, 6(1), 1994, pp. 69-84
INVARIANT-MANIFOLDS AND SINGULARLY PERTURBED BOUNDARY-VALUE-PROBLEMS
Authors: TIN SK KOPELL N JONES CKRT
Citation: Sk. Tin et al., INVARIANT-MANIFOLDS AND SINGULARLY PERTURBED BOUNDARY-VALUE-PROBLEMS, SIAM journal on numerical analysis, 31(6), 1994, pp. 1558-1576
INHIBITION-PRODUCED PATTERNING IN CHAINS OF COUPLED NONLINEAR OSCILLATORS
Authors: ERMENTROUT GB KOPELL N
Citation: Gb. Ermentrout et N. Kopell, INHIBITION-PRODUCED PATTERNING IN CHAINS OF COUPLED NONLINEAR OSCILLATORS, SIAM journal on applied mathematics, 54(2), 1994, pp. 478-507
RHYTHMOGENESIS, AMPLITUDE-MODULATION, AND MULTIPLEXING IN A CORTICAL ARCHITECTURE
Authors: KOPELL N LEMASSON G
Citation: N. Kopell et G. Lemasson, RHYTHMOGENESIS, AMPLITUDE-MODULATION, AND MULTIPLEXING IN A CORTICAL ARCHITECTURE, Proceedings of the National Academy of Sciences of the United Statesof America, 91(22), 1994, pp. 10586-10590
RHYTHMOGENESIS, AMPLITUDE-MODULATION, AND MULTIPLEXING IN A CORTICAL ARCHITECTURE
Authors: KOPELL N LEMASSON G
Citation: N. Kopell et G. Lemasson, RHYTHMOGENESIS, AMPLITUDE-MODULATION, AND MULTIPLEXING IN A CORTICAL ARCHITECTURE, Proceedings of the National Academy of Sciences of the United Statesof America, 91(22), 1994, pp. 10586-10590
TRACKING INVARIANT-MANIFOLDS WITH DIFFERENTIAL FORMS IN SINGULARLY PERTURBED SYSTEMS
Authors: JONES CKRT KOPELL N
Citation: Ckrt. Jones et N. Kopell, TRACKING INVARIANT-MANIFOLDS WITH DIFFERENTIAL FORMS IN SINGULARLY PERTURBED SYSTEMS, Journal of differential equations, 108(1), 1994, pp. 64-88
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