×

zbMATH — the first resource for mathematics

Nonlinear systems. Proceedings of the 8th Ramanujan symposium on recent developments in nonlinear systems, University of Madras, Chennai, India, February 14–16, 2001. (English) Zbl 1044.37001
Boca Raton, FL: Chapman and Hall/CRC; New Delhi: Narosa Publishing House (ISBN 0-8493-1722-3; 81-7319-456-4). x, 384 p. (2002).

Show indexed articles as search result.

The articles of this volume will be reviewed individually.
Indexed articles:
Lakshmanan, M.; Kanna, T.; Palaniyandi, P., Nonlinear dynamics: from theory to technology, 3-28 [Zbl 1054.37049]
Sitaramayya, M.; Satapathy, N. R., Geometry of Dirac structures, integrability and Lax-Lenard principle, 31-69 [Zbl 1054.37039]
Sthanumoorthy, N., Hirota derivatives, vertex operators and Plücker coordinates, 71-84 [Zbl 1054.37043]
Roy Chowdhury, A., Bäcklund transformations, quantum inverse problem and \(Q\)-operator, 85-99 [Zbl 1054.37047]
Porsezian, K., Completely integrable soliton models in resonant and nonresonant optical fibres, 101-124 [Zbl 1059.35142]
Ghose Choudhury, A.; Roy Chowdhury, A., Bäcklund transformation for restricted flows, 125-136 [Zbl 1054.37046]
Daniel, M.; Veerakumar, V., Oblique and parallel propagation of electromagnetic soliton in ferromagnetic medium, 137-149 [Zbl 1059.78027]
Joseph, K. T., Nonconservative products in quasilinear hyperbolic systems, 153-169 [Zbl 1063.35112]
Mayil Vaganan, B., A new reduction of the nonplanar Burgers equation and exact analysis of the reduced ordinary differential equation, 171-177 [Zbl 1059.35123]
Balachandran, K., Nonlocal Cauchy problem for nonlinear differential equations in Banach spaces, 179-191 [Zbl 1068.34058]
Parhi, N.; Tripathy, A. K., Oscillation of solutions of forced nonlinear neutral difference equations of higher order, 193-205 [Zbl 1056.39011]
Karunanithi, S.; Anthoni, S. M., Existence of mild solutions of nonlinear functional integro-differential equations of neutral type, 207-219 [Zbl 1070.34104]
Parhi, N.; Panda, A., Oscillation of solutions of forced nonlinear second order difference equations, 221-238 [Zbl 1056.39010]
Rangarajan, G.; Sachidanand, M., An invariant norm for nonlinear Hamiltonian systems, 241-263 [Zbl 1054.37034]
Tamizhmani, K. M.; Grammaticos, B.; Tamizhmani, T.; Ramani, A., A panorama of the special solutions of the Painlevé equations, 265-280 [Zbl 1057.39019]
Sahadevan, R., Discrete nonlinear systems: some recent developments, 281-296 [Zbl 1058.39017]
Tamizhmani, T.; Grammaticos, B.; Ramani, A.; Tamizhmani, K. M., A Nevanlinna theory approach to the integrability of discrete systems, 297-305 [Zbl 1056.39026]
Sinha, Sudeshna, Controlling chaos with threshold mechanisms, 309-328 [Zbl 1063.34515]
Rajasekar, S.; Harish, R.; Murthy, K. P. N., Diffusion in periodically driven damped and undamped pendulum, 329-341 [Zbl 1111.70303]
Ambika, G.; Sujatha, N. V.; Harikrishnan, K. P., Scaling indices and dynamical states of 1-d discrete systems, 343-360 [Zbl 1054.37015]
Harish, R.; Murthy, K. P. N., Intermittency and multifractality in integrated function systems, 361-371 [Zbl 1062.60068]
Chattaraj, P. K.; Sarkar, U., Quantum theory of the chaotic ionization of highly excited helium atoms, 373-382 [Zbl 1055.81545]

MSC:
37-06 Proceedings, conferences, collections, etc. pertaining to dynamical systems and ergodic theory
34-06 Proceedings, conferences, collections, etc. pertaining to ordinary differential equations
39-06 Proceedings, conferences, collections, etc. pertaining to difference and functional equations
00B25 Proceedings of conferences of miscellaneous specific interest
PDF BibTeX XML Cite