Elementary applied partial differential equations: with Fourier series and boundary value problems R Haberman Prentice-Hall, 1987 | 1132 | 1987 |
Applied partial differential equations with Fourier series and boundary value problems R Haberman (No Title), 2004 | 831 | 2004 |
Mathematical models: mechanical vibrations, population dynamics, and traffic flow R Haberman Society for Industrial and Applied Mathematics, 1998 | 762 | 1998 |
Nonlinear evolution equations—two and three dimensions MJ Ablowitz, R Haberman Physical Review Letters 35 (18), 1185, 1975 | 222 | 1975 |
Slowly varying jump and transition phenomena associated with algebraic bifurcation problems R Haberman SIAM Journal on Applied Mathematics 37 (1), 69-106, 1979 | 214 | 1979 |
Critical Layers m Parallel Flows R Haberman Studies in Applied Mathematics 51 (2), 139-161, 1972 | 209 | 1972 |
Kink-antikink collisions in the phi^ 4 equation: The n-bounce resonance and the separatrix map RH Goodman, R Haberman SIAM Journal on Applied Dynamical Systems 4 (4), 1195-1228, 2005 | 168 | 2005 |
Resonantly coupled nonlinear evolution equations MJ Ablowitz, R Haberman Journal of Mathematical Physics 16 (11), 2301-2305, 1975 | 133 | 1975 |
Chaotic scattering and the n-bounce resonance in solitary-wave interactions RH Goodman, R Haberman Physical review letters 98 (10), 104103, 2007 | 102 | 2007 |
Interaction of sine-Gordon kinks with defects: the two-bounce resonance RH Goodman, R Haberman Physica D: Nonlinear Phenomena 195 (3-4), 303-323, 2004 | 85 | 2004 |
The modulated phase shift for strongly nonlinear, slowly varying, and weakly damped oscillators FJ Bourland, R Haberman SIAM Journal on Applied Mathematics 48 (4), 737-748, 1988 | 85 | 1988 |
Introduction to differential equations with dynamical systems SL Campbell, R Haberman Princeton university press, 2011 | 82 | 2011 |
Separatrix crossing: time-invariant potentials with dissipation FJ Bourland, R Haberman SIAM Journal on Applied Mathematics 50 (6), 1716-1744, 1990 | 68 | 1990 |
Slow Passage through a Saddle-Center Bifurcation. DC Diminnie, R Haberman Journal of Nonlinear Science 10 (2), 2000 | 48 | 2000 |
Slow passage through homoclinic orbits for the unfolding of a saddle-center bifurcation and the change in the adiabatic invariant DC Diminnie, R Haberman Physica D: Nonlinear Phenomena 162 (1-2), 34-52, 2002 | 46 | 2002 |
Nonlinear transition layers—the second Painlevé transcendent R Haberman Studies in applied mathematics 57 (3), 247-270, 1977 | 43 | 1977 |
Ecuaciones en derivadas parciales con Series de Fourier y problemas de contorno R Haberman Pearson Prentice Hall, 2003 | 42 | 2003 |
Energy bounds for the slow capture by a center in sustained resonance R Haberman SIAM Journal on Applied Mathematics 43 (2), 244-256, 1983 | 42 | 1983 |
Averaging methods for the phase shift of arbitrarily perturbed strongly nonlinear oscillators with an application to capture FJ Bourland, R Haberman, WL Kath SIAM Journal on Applied Mathematics 51 (4), 1150-1167, 1991 | 40 | 1991 |
The Modulated Phase Shift for Weakly Dissipated Nonlinear Oscillatory Waves of the Korteweg‐deVries Type R Haberman Studies in Applied Mathematics 78 (1), 73-90, 1988 | 37 | 1988 |