Citation: Re. Mickens, A FINITE-DIFFERENCE SCHEME FOR TRAVELING-WAVE SOLUTIONS TO BURGERS-EQUATION, Numerical methods for partial differential equations (Print), 14(6), 1998, pp. 815-820
Citation: Re. Mickens, LIENARD SYSTEMS, LIMIT-CYCLES, MELNIKOV THEORY, AND THE METHOD OF SLOWLY VARYING AMPLITUDE AND PHASE, Journal of sound and vibration, 217(4), 1998, pp. 790-793
Citation: Re. Mickens, COMMENTS ON A RATIONAL HARMONIC-BALANCE APPROXIMATION FOR THE DUFFINGEQUATION OF MIXED PARITY, Journal of sound and vibration, 216(1), 1998, pp. 187-188
Citation: Re. Mickens, REGULATION OF SINGULAR ORDINARY DIFFERENTIAL-EQUATIONS MODELING OSCILLATING-SYSTEMS, Journal of sound and vibration, 208(2), 1997, pp. 345-348
Citation: Re. Mickens, EXACT FINITE-DIFFERENCE SCHEMES FOR 2-DIMENSIONAL ADVECTION EQUATIONS, Journal of sound and vibration, 207(3), 1997, pp. 426-428
Citation: Re. Mickens et D. Semwogerere, A PHASE-SPACE ANALYSIS OF A NONLINEAR OSCILLATOR EQUATION, Journal of sound and vibration, 204(3), 1997, pp. 556-559
Citation: Re. Mickens et D. Semwogerere, FOURIER-ANALYSIS OF A RATIONAL HARMONIC-BALANCE APPROXIMATION FOR PERIODIC-SOLUTIONS, Journal of sound and vibration, 195(3), 1996, pp. 528-530
Citation: Je. Burnette et Re. Mickens, SPURIOUS LIMIT-CYCLES ARISING IN HIGHER-ORDER AVERAGING METHODS, Journal of sound and vibration, 193(3), 1996, pp. 743-746
Citation: J. Burnette et Re. Mickens, THE NUMBER OF LIMIT-CYCLES FOR THE GENERALIZED MIXED RAYLEIGH-LIENARDOSCILLATOR, Journal of sound and vibration, 188(2), 1995, pp. 298-300
Citation: Re. Mickens, FURTHER COMMENTS ON HARMONIC-BALANCE - COMPARISON OF EQUATION-OF-MOTION AND ENERGY METHODS - REPLY, Journal of sound and vibration, 183(3), 1995, pp. 565-565
Citation: W. Addoasah et al., INVESTIGATION OF A GENERALIZED VAN DER POL OSCILLATOR DIFFERENTIAL-EQUATION, Journal of sound and vibration, 179(4), 1995, pp. 733-735
Citation: Re. Mickens, CONSTRUCTION OF ASYMPTOTIC SOLUTIONS TO DISCRETE BESSEL EQUATIONS, Computers & mathematics with applications, 28(1-3), 1994, pp. 219-226
Citation: Re. Mickens et I. Ramadhani, FINITE-DIFFERENCE SCHEMES HAVING THE CORRECT LINEAR-STABILITY PROPERTIES FOR ALL FINITE STEP-SIZES-III, Computers & mathematics with applications, 27(4), 1994, pp. 77-84
Citation: Re. Mickens et K. Oyedeji, A FINITE-DIFFERENCE SCHEME FOR 2ND-ORDER NONLINEAR OSCILLATOR DIFFERENTIAL-EQUATIONS, Journal of sound and vibration, 178(2), 1994, pp. 285-287
Citation: Re. Mickens, HARMONIC-BALANCE - COMPARISON OF EQUATION-OF-MOTION AND ENERGY METHODS - REPLY, Journal of sound and vibration, 172(5), 1994, pp. 698-699
Citation: Re. Mickens, CONSTRUCTION OF A FINITE-DIFFERENCE SCHEME THAT EXACTLY CONSERVES ENERGY FOR A MIXED PARITY OSCILLATOR, Journal of sound and vibration, 172(1), 1994, pp. 142-144
Citation: T. Lipscomb et Re. Mickens, EXACT SOLUTION TO THE ANTISYMMETRIC, CONSTANT FORCE OSCILLATOR EQUATION, Journal of sound and vibration, 169(1), 1994, pp. 138-140
Citation: Re. Mickens, CONSTRUCTION OF A PERTURBATION SOLUTION TO A MIXED PARITY SYSTEM THATSATISFIES THE CORRECT INITIAL CONDITIONS, Journal of sound and vibration, 167(3), 1993, pp. 564-567
Citation: S. Hiamang et Re. Mickens, HARMONIC-BALANCE - COMPARISON OF EQUATION-OF-MOTION AND ENERGY METHODS, Journal of sound and vibration, 164(1), 1993, pp. 179-181