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Results: 1-12 |
Results: 12
THE ACTUAL CONTACT-ANGLE ON A HETEROGENEOUS ROUGH-SURFACE IN 3 DIMENSIONS
Authors: WOLANSKY G MARMUR A
Citation: G. Wolansky et A. Marmur, THE ACTUAL CONTACT-ANGLE ON A HETEROGENEOUS ROUGH-SURFACE IN 3 DIMENSIONS, Langmuir, 14(18), 1998, pp. 5292-5297
THE COMBINED EFFECTS OF COLD-NEBULA DRAG AND MEAN-MOTION RESONANCES
Authors: WOLANSKY G GHIL M VARADI F
Citation: G. Wolansky et al., THE COMBINED EFFECTS OF COLD-NEBULA DRAG AND MEAN-MOTION RESONANCES, Icarus, 132(1), 1998, pp. 137-150
NONLINEAR STABILITY FOR SADDLE SOLUTIONS OF IDEAL FLOWS AND SYMMETRY-BREAKING
Authors: WOLANSKY G GHIL M
Citation: G. Wolansky et M. Ghil, NONLINEAR STABILITY FOR SADDLE SOLUTIONS OF IDEAL FLOWS AND SYMMETRY-BREAKING, Communications in Mathematical Physics, 193(3), 1998, pp. 713-736
A MATHEMATICAL JUSTIFICATION OF THE GRANDMOTHER CELL HYPOTHESIS IN NEUROBIOLOGY
Authors: WOLANSKY G
Citation: G. Wolansky, A MATHEMATICAL JUSTIFICATION OF THE GRANDMOTHER CELL HYPOTHESIS IN NEUROBIOLOGY, Nonlinear analysis, 30(6), 1997, pp. 3917-3926
ON THE SOLUTIONS OF LIOUVILLE SYSTEMS
Authors: CHIPOT M SHAFRIR I WOLANSKY G
Citation: M. Chipot et al., ON THE SOLUTIONS OF LIOUVILLE SYSTEMS, Journal of differential equations, 140(1), 1997, pp. 59-105
STABILITY OF MAGNETIC VORTICES WITH FLOW IN ANISOTROPIC MAGNETOHYDRODYNAMICS
Authors: KINNEY R MCWILLIAMS JC WOLANSKY G
Citation: R. Kinney et al., STABILITY OF MAGNETIC VORTICES WITH FLOW IN ANISOTROPIC MAGNETOHYDRODYNAMICS, Physics of plasmas, 3(10), 1996, pp. 3583-3590
CRITICAL-BEHAVIOR OF SEMILINEAR ELLIPTIC-EQUATIONS WITH SUBCRITICAL EXPONENTS
Authors: WOLANSKY G
Citation: G. Wolansky, CRITICAL-BEHAVIOR OF SEMILINEAR ELLIPTIC-EQUATIONS WITH SUBCRITICAL EXPONENTS, Nonlinear analysis, 26(5), 1996, pp. 971-995
AN EXTENSION OF ARNOLD 2ND STABILITY THEOREM FOR THE EULER EQUATIONS
Authors: WOLANSKY G GHIL M
Citation: G. Wolansky et M. Ghil, AN EXTENSION OF ARNOLD 2ND STABILITY THEOREM FOR THE EULER EQUATIONS, Physica. D, 94(4), 1996, pp. 161-167
NEURAL NETWORKS AS SET-VALUED DYNAMICAL-SYSTEMS AND THE UNIVERSALITY OF THE WINDOWED FOURIER-TRANSFORM
Authors: WOLANSKY G
Citation: G. Wolansky, NEURAL NETWORKS AS SET-VALUED DYNAMICAL-SYSTEMS AND THE UNIVERSALITY OF THE WINDOWED FOURIER-TRANSFORM, Journal of nonlinear science, 5(4), 1995, pp. 287-316
STABILITY OF QUASI-GEOSTROPHIC FLOW IN A PERIODIC CHANNEL
Authors: WOLANSKY G GHIL M
Citation: G. Wolansky et M. Ghil, STABILITY OF QUASI-GEOSTROPHIC FLOW IN A PERIODIC CHANNEL, Physics letters. A, 202(1), 1995, pp. 111-116
COMPARISON BETWEEN 2 MODELS OF SELF-GRAVITATING CLUSTERS - CONDITIONSFOR GRAVITATIONAL COLLAPSE
Authors: WOLANSKY G
Citation: G. Wolansky, COMPARISON BETWEEN 2 MODELS OF SELF-GRAVITATING CLUSTERS - CONDITIONSFOR GRAVITATIONAL COLLAPSE, Nonlinear analysis, 24(7), 1995, pp. 1119-1129
INSTABILITY RESULTS FOR REACTION-DIFFUSION EQUATIONS OVER SURFACES OFREVOLUTIONS
Authors: RUBINSTEIN J WOLANSKY G
Citation: J. Rubinstein et G. Wolansky, INSTABILITY RESULTS FOR REACTION-DIFFUSION EQUATIONS OVER SURFACES OFREVOLUTIONS, Journal of mathematical analysis and applications, 187(2), 1994, pp. 485-489
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