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Results: 1-16 |
Results: 16
EXISTENCE OF POSITIVE ENTIRE SOLUTIONS OF ELLIPTIC HAMILTONIAN-SYSTEMS
Authors: SERRIN J ZOU HG
Citation: J. Serrin et Hg. Zou, EXISTENCE OF POSITIVE ENTIRE SOLUTIONS OF ELLIPTIC HAMILTONIAN-SYSTEMS, Communications in partial differential equations, 23(3-4), 1998, pp. 577-599
UNIQUENESS OF GROUND-STATES FOR QUASI-LINEAR ELLIPTIC-OPERATORS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, UNIQUENESS OF GROUND-STATES FOR QUASI-LINEAR ELLIPTIC-OPERATORS, Indiana University mathematics journal, 47(2), 1998, pp. 501-528
UNIQUENESS OF GROUND-STATES FOR QUASI-LINEAR ELLIPTIC-EQUATIONS IN THE EXPONENTIAL CASE
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, UNIQUENESS OF GROUND-STATES FOR QUASI-LINEAR ELLIPTIC-EQUATIONS IN THE EXPONENTIAL CASE, Indiana University mathematics journal, 47(2), 1998, pp. 529-539
GLOBAL EXISTENCE AND NONEXISTENCE THEOREMS FOR QUASI-LINEAR EVOLUTION-EQUATIONS OF FORMALLY PARABOLIC TYPE
Authors: LEVINE HA PARK SR SERRIN J
Citation: Ha. Levine et al., GLOBAL EXISTENCE AND NONEXISTENCE THEOREMS FOR QUASI-LINEAR EVOLUTION-EQUATIONS OF FORMALLY PARABOLIC TYPE, Journal of differential equations, 142(1), 1998, pp. 212-229
LOCAL ASYMPTOTIC STABILITY FOR DISSIPATIVE WAVE SYSTEMS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, LOCAL ASYMPTOTIC STABILITY FOR DISSIPATIVE WAVE SYSTEMS, Israel Journal of Mathematics, 104, 1998, pp. 29-50
GLOBAL NONEXISTENCE THEOREMS FOR QUASI-LINEAR EVOLUTION-EQUATIONS WITH DISSIPATION
Authors: LEVINE HA SERRIN J
Citation: Ha. Levine et J. Serrin, GLOBAL NONEXISTENCE THEOREMS FOR QUASI-LINEAR EVOLUTION-EQUATIONS WITH DISSIPATION, Archive for Rational Mechanics and Analysis, 137(4), 1997, pp. 341-361
THE EQUATIONS OF CONTINUUM-MECHANICS AND THE LAWS OF THERMODYNAMICS
Authors: SERRIN J
Citation: J. Serrin, THE EQUATIONS OF CONTINUUM-MECHANICS AND THE LAWS OF THERMODYNAMICS, Meccanica, 31(5), 1996, pp. 547-563
ASYMPTOTIC STABILITY FOR NONAUTONOMOUS DISSIPATIVE WAVE SYSTEMS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, ASYMPTOTIC STABILITY FOR NONAUTONOMOUS DISSIPATIVE WAVE SYSTEMS, Communications on pure and applied mathematics, 49(2), 1996, pp. 177-216
EXISTENCE AND UNIQUENESS OF NONNEGATIVE SOLUTIONS OF QUASI-LINEAR EQUATIONS IN R(N)
Authors: FRANCHI B LANCONELLI E SERRIN J
Citation: B. Franchi et al., EXISTENCE AND UNIQUENESS OF NONNEGATIVE SOLUTIONS OF QUASI-LINEAR EQUATIONS IN R(N), Advances in mathematics, 118(2), 1996, pp. 177-243
ASYMPTOTIC STABILITY FOR ORDINARY DIFFERENTIAL-SYSTEMS WITH TIME-DEPENDENT RESTORING POTENTIALS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, ASYMPTOTIC STABILITY FOR ORDINARY DIFFERENTIAL-SYSTEMS WITH TIME-DEPENDENT RESTORING POTENTIALS, Archive for Rational Mechanics and Analysis, 132(3), 1995, pp. 207-232
ASYMPTOTIC STABILITY FOR INTERMITTENTLY CONTROLLED NONLINEAR OSCILLATORS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, ASYMPTOTIC STABILITY FOR INTERMITTENTLY CONTROLLED NONLINEAR OSCILLATORS, SIAM journal on mathematical analysis, 25(3), 1994, pp. 815-835
A BIFURCATION PROBLEM AT A SINGULAR LIMIT
Authors: MERLE F PELETIER LA SERRIN J
Citation: F. Merle et al., A BIFURCATION PROBLEM AT A SINGULAR LIMIT, Indiana University mathematics journal, 43(2), 1994, pp. 585-609
PRECISE DAMPING CONDITIONS FOR GLOBAL ASYMPTOTIC STABILITY FOR NONLINEAR 2ND-ORDER SYSTEMS .2.
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, PRECISE DAMPING CONDITIONS FOR GLOBAL ASYMPTOTIC STABILITY FOR NONLINEAR 2ND-ORDER SYSTEMS .2., Journal of differential equations, 113(2), 1994, pp. 505-534
ON THE DERIVATION OF HAMILTON EQUATIONS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, ON THE DERIVATION OF HAMILTON EQUATIONS, Archive for Rational Mechanics and Analysis, 125(4), 1994, pp. 297-310
ASYMPTOTIC INTEGRATION OF 2ND-ORDER SYSTEMS
Authors: SERRIN J ZOU HG
Citation: J. Serrin et Hg. Zou, ASYMPTOTIC INTEGRATION OF 2ND-ORDER SYSTEMS, American journal of mathematics, 116(5), 1994, pp. 1241-1264
PRECISE DAMPING CONDITIONS FOR GLOBAL ASYMPTOTIC STABILITY FOR NONLINEAR 2ND-ORDER SYSTEMS
Authors: PUCCI P SERRIN J
Citation: P. Pucci et J. Serrin, PRECISE DAMPING CONDITIONS FOR GLOBAL ASYMPTOTIC STABILITY FOR NONLINEAR 2ND-ORDER SYSTEMS, Acta Mathematica, 170(2), 1993, pp. 275-307
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