AAAAAA

   
Results: 1-12 |
Results: 12
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
STABILITY ANALYSIS OF SINGULAR PATTERNS IN THE 1D GRAY-SCOTT MODEL - A MATCHED ASYMPTOTICS APPROACH
Authors: DOELMAN A GARDNER RA KAPER TJ
Citation: A. Doelman et al., STABILITY ANALYSIS OF SINGULAR PATTERNS IN THE 1D GRAY-SCOTT MODEL - A MATCHED ASYMPTOTICS APPROACH, Physica. D, 122(1-4), 1998, pp. 1-36
PATTERN-FORMATION IN THE ONE-DIMENSIONAL GRAY-SCOTT MODEL
Authors: DOELMAN A KAPER TJ ZEGELING PA
Citation: A. Doelman et al., PATTERN-FORMATION IN THE ONE-DIMENSIONAL GRAY-SCOTT MODEL, Nonlinearity, 10(2), 1997, pp. 523-563
GLOBAL DYNAMICS OF A RAPIDLY FORCED CART AND PENDULUM
Authors: WEIBEL S KAPER TJ BAILLIEUL J
Citation: S. Weibel et al., GLOBAL DYNAMICS OF A RAPIDLY FORCED CART AND PENDULUM, Nonlinear dynamics, 13(2), 1997, pp. 131-170
NTH-ORDER OPERATOR SPLITTING SCHEMES AND NONREVERSIBLE SYSTEMS
Authors: GOLDMAN D KAPER TJ
Citation: D. Goldman et Tj. Kaper, NTH-ORDER OPERATOR SPLITTING SCHEMES AND NONREVERSIBLE SYSTEMS, SIAM journal on numerical analysis, 33(1), 1996, pp. 349-367
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
HIGHER-ORDER MELNIKOV THEORY FOR ADIABATIC SYSTEMS
Authors: SOTOTREVINO C KAPER TJ
Citation: C. Sototrevino et Tj. Kaper, HIGHER-ORDER MELNIKOV THEORY FOR ADIABATIC SYSTEMS, Journal of mathematical physics, 37(12), 1996, pp. 6220-6249
MULTI-BUMP ORBITS HOMOCLINIC TO RESONANCE BANDS
Authors: KAPER TJ KOVACIC G
Citation: Tj. Kaper et G. Kovacic, MULTI-BUMP ORBITS HOMOCLINIC TO RESONANCE BANDS, Transactions of the American Mathematical Society, 348(10), 1996, pp. 3835-3887
A SIMPLE-MODEL OF CHAOTIC ADVECTION AND SCATTERING
Authors: STOLOVITZKY G KAPER TJ SIROVICH L
Citation: G. Stolovitzky et al., A SIMPLE-MODEL OF CHAOTIC ADVECTION AND SCATTERING, Chaos, 5(4), 1995, pp. 671-686
WAVE-NUMBER TRANSPORT - SCATTERING OF SMALL-SCALE INTERNAL WAVES BY LARGE-SCALE WAVEPACKETS
Authors: BRUHWILER DL KAPER TJ
Citation: Dl. Bruhwiler et Tj. Kaper, WAVE-NUMBER TRANSPORT - SCATTERING OF SMALL-SCALE INTERNAL WAVES BY LARGE-SCALE WAVEPACKETS, Journal of Fluid Mechanics, 289, 1995, pp. 379-405
A GEOMETRIC CRITERION FOR ADIABATIC CHAOS
Authors: KAPER TJ KOVACIC G
Citation: Tj. Kaper et G. Kovacic, A GEOMETRIC CRITERION FOR ADIABATIC CHAOS, Journal of mathematical physics, 35(3), 1994, pp. 1202-1218
AN ANALYTICAL STUDY OF TRANSPORT IN STOKES FLOWS EXHIBITING LARGE-SCALE CHAOS IN THE ECCENTRIC JOURNAL BEARING
Authors: KAPER TJ WIGGINS S
Citation: Tj. Kaper et S. Wiggins, AN ANALYTICAL STUDY OF TRANSPORT IN STOKES FLOWS EXHIBITING LARGE-SCALE CHAOS IN THE ECCENTRIC JOURNAL BEARING, Journal of Fluid Mechanics, 253, 1993, pp. 211-243
Risultati: 1-12 |