Registro:

Referencias:

• Zimmermann, M.G., Global Bifurcations in a Laser with Injected Signal, , Tesis de Licenciatura, Facultad de Ciencias Exactas y Naturales, Universidad de Buenos aires, Argentina (May 1993) [In Spanish, unpublihshed, available from the author upon request]
• Solari, H.G., Oppo, G.-L., Laser with injected signal: Perturbation of an invariant circle (1994) Opt. Commun., 111, p. 173
• Silber, M., Fabiny, L., Wiesenfeld, K., Stability results for in-phase and splay-phase states of solid-state laser array (1993) J. Opt. Soc. Am. B, 10, p. 1121
• Sato, K., Sekine, S., Kondo, Y., Yamamoto, M., Simultaneous operation of ten-channel tunable dfb laser arrays using strained-ingaasp multiple quantum wells (1993) IEEE J. Quantum Electronics, 29 (6), p. 1805
• Sanders, S., Waarts, R., Nam, D., Welch, D., Scifres, D., Ehlert, J.C., Cassarly, W.J., Flood, K.M., High power coherent two-dimensional semiconductor laser array (1994) Appl. Phys. Lett., 64, p. 1478
• Gourley, P.L., Microstructured semiconductor lasers for high-speed information processing (1994) Nature, 371, p. 571
• Šil'nikov, L.P., A case for the existence of a denumerable set of periodic motions (1965) Sov. Math. Dokl., 6, pp. 163-166
• Glendinning, P., Sparrow, C., Local and global behavior near homoclinic orbits (1984) J. Stat. Phys., 35 (5-6), pp. 645-696
• Gaspard, P., Kapral, R., Nicolis, G., Bifurcation phenomena near bomoclinic systems: A two-parameter analysis (1984) J. Stat. Phys., 35 (5-6), pp. 697-727
• Šil'nikov, L.P., On the generation of aperiodic motion from a trajectory which leaves and re-enters a saddle-saddle state of equilibrium (1966) Soviet Math. Dokl., 7 (5), pp. 155-1158
• Luk'yanov, V.I., Bifurcations of dynamical systems with a saddle-point-separatrix loop (1983) J. Differential Equations, 18, pp. 1049-1059
• Schecter, S., The saddle-node separatrix-loop bifurcation (1987) SIAM J. Math. Anal., 18, pp. 1142-1157
• Chow, S.-N., Lin, X.-B., Bifurcation of a homoclinic orbit with a saddle-node equilibrium (1990) Differential Integral Equations, 3 (3), pp. 435-466
• Deng, B., Homoclinic bifurcations with nonhyperbolic equilibria (1990) SIAM J. Math. Anal., 21 (3), pp. 693-720
• Hirschberg, P., Knobloch, E., Šil'nikov-Hopf bifurcation (1993) Physica D, 62, pp. 202-216
• Bosch, M., Simó, C., Attractors in a Šil'nikov-Hopf scenario and a related one-dimensional map (1993) Physica D, 62, pp. 217-229
• Deng, B., Salkamoto, K., Šil'nikov-Hopf bifurcations (1995) J. Differential Equations, 119, pp. 1-23
• Laing, C., (1994) Merging of Resonance Tongues Near the Saddle-node/Hopf Bifurcation, , Master's Thesis, Department of Physics, University of Auckland, New Zealand
• Guckenheimer, J., Holmes, P.J., (1983) Nonlinear Oscillations, Dynamical Systems and Bifurcations of Vector Fields, , Springer, New York
• Wiggins, S., Introduction to Applied Nonlinear Dynamical Systems and Chaos (1991) Text in Applied Mathematics, (2). , Springer, Berlin
• Buczek, C.J., Freiberg, R.J., Skolnick, M.L., (1971) J. Appl. Phys., 42, p. 3133
• Brun, E., Derighetti, B., Meier, D., Holzner, R., Ravani, M., Observation of order and chaos in a nuclear spin-flip laser (1985) J. Opt. Soc. B, 2 (156)
• Narducci, L.M., Abraham, N.B., (1988) Laser Physics and Laser Instabilities, , World Scientific, Singapore
• Broer, H.W., Vegter, G., Subordinate Šil'nikov bifurcations near some singularities of vector fields having low codimension (1984) Ergodic Theory and Dynamical Systems, 4, pp. 59-525
• Kirk, V., (1990) Destruction of Tori in Dissipative Flows, , Ph.D. Thesis, Cambridge, UK May
• Kirk, V., Breaking of symmetry in the saddle-node Hopf bifurcation (1991) Phys. Lett. A, 154 (5-6), pp. 243-248
• Gaspard, P., Local birth of homoclinic chaos (1993) Physica D, 62, pp. 94-122
• Chow, W.W., Koch, S.W., Sargent, M., (1994) Semiconductor-Laser Physics, , Springer, Berlin

Citas:

---------- APA ----------

---------- CHICAGO ----------

---------- MLA ----------

---------- VANCOUVER ----------