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Results: 1-11 |
Results: 11
THERE ARE ASYMMETRIC MINIMIZERS FOR THE ONE-DIMENSIONAL GINZBURG-LANDAU MODEL OF SUPERCONDUCTIVITY
Authors: HASTINGS SP TROY WC
Citation: Sp. Hastings et Wc. Troy, THERE ARE ASYMMETRIC MINIMIZERS FOR THE ONE-DIMENSIONAL GINZBURG-LANDAU MODEL OF SUPERCONDUCTIVITY, SIAM journal on mathematical analysis (Print), 30(1), 1999, pp. 1-18
MULTIBUMP PERIODIC TRAVELING WAVES IN SUSPENSION BRIDGES
Authors: PELETIER LA TROY WC
Citation: La. Peletier et Wc. Troy, MULTIBUMP PERIODIC TRAVELING WAVES IN SUSPENSION BRIDGES, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 128, 1998, pp. 631-659
SPATIAL PATTERNS DESCRIBED BY THE EXTENDED FISHER-KOLMOGOROV EQUATION- PERIODIC-SOLUTIONS
Authors: PELETIER LA TROY WC
Citation: La. Peletier et Wc. Troy, SPATIAL PATTERNS DESCRIBED BY THE EXTENDED FISHER-KOLMOGOROV EQUATION- PERIODIC-SOLUTIONS, SIAM journal on mathematical analysis, 28(6), 1997, pp. 1317-1353
CHAOTIC SPATIAL PATTERNS DESCRIBED BY THE EXTENDED FISHER-KOLMOGOROV EQUATION
Authors: PELETIER LA TROY WC
Citation: La. Peletier et Wc. Troy, CHAOTIC SPATIAL PATTERNS DESCRIBED BY THE EXTENDED FISHER-KOLMOGOROV EQUATION, Journal of differential equations, 129(2), 1996, pp. 458-508
A SHOOTING APPROACH TO CHAOS IN THE LORENZ EQUATIONS
Authors: HASTINGS SP TROY WC
Citation: Sp. Hastings et Wc. Troy, A SHOOTING APPROACH TO CHAOS IN THE LORENZ EQUATIONS, Journal of differential equations, 127(1), 1996, pp. 41-53
STATIC SPHERICALLY SYMMETRICAL SOLUTIONS OF A YANG-MILLS FIELD COUPLED TO A DILATON
Authors: HASTINGS SP MCLEOD JB TROY WC
Citation: Sp. Hastings et al., STATIC SPHERICALLY SYMMETRICAL SOLUTIONS OF A YANG-MILLS FIELD COUPLED TO A DILATON, Proceedings - Royal Society. Mathematical and physical sciences, 449(1937), 1995, pp. 479-491
LINEAR-STABILITY OF A SOLID BALL IN AN UNDERCOOLED LIQUID
Authors: CHEN XF JONES J TROY WC
Citation: Xf. Chen et al., LINEAR-STABILITY OF A SOLID BALL IN AN UNDERCOOLED LIQUID, Journal of mathematical analysis and applications, 193(3), 1995, pp. 859-888
A COMPUTER PROOF THAT THE LORENZ EQUATIONS HAVE CHAOTIC SOLUTIONS
Authors: HASSARD B ZHANG J HASTINGS SP TROY WC
Citation: B. Hassard et al., A COMPUTER PROOF THAT THE LORENZ EQUATIONS HAVE CHAOTIC SOLUTIONS, Applied mathematics letters, 7(1), 1994, pp. 79-83
SELF-SIMILAR SOLUTIONS FOR DIFFUSION IN SEMICONDUCTORS
Authors: PELETIER LA TROY WC
Citation: La. Peletier et Wc. Troy, SELF-SIMILAR SOLUTIONS FOR DIFFUSION IN SEMICONDUCTORS, Proceedings of the Royal Society of Edinburgh. Section A. Mathematics, 124, 1994, pp. 473-506
A PROOF THAT THE LORENZ EQUATIONS HAVE A HOMOCLINIC ORBIT
Authors: HASTINGS SP TROY WC
Citation: Sp. Hastings et Wc. Troy, A PROOF THAT THE LORENZ EQUATIONS HAVE A HOMOCLINIC ORBIT, Journal of differential equations, 113(1), 1994, pp. 166-188
A BOUNDARY-VALUE PROBLEM ASSOCIATED WITH THE EINSTEIN-YANG-MILLS EQUATIONS
Authors: MCLEOD JB TROY WC
Citation: Jb. Mcleod et Wc. Troy, A BOUNDARY-VALUE PROBLEM ASSOCIATED WITH THE EINSTEIN-YANG-MILLS EQUATIONS, Arabian journal for science and engineering, 17(4B), 1992, pp. 565-575
Risultati: 1-11 |