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DIFFERENT ROUTES TO CHAOS VIA STRANGE NONCHAOTIC ATTRACTORS IN A QUASI-PERIODICALLY FORCED SYSTEM
Authors: VENKATESAN A LAKSHMANAN M
Citation: A. Venkatesan et M. Lakshmanan, DIFFERENT ROUTES TO CHAOS VIA STRANGE NONCHAOTIC ATTRACTORS IN A QUASI-PERIODICALLY FORCED SYSTEM, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 58(3), 1998, pp. 3008-3016
SECURE COMMUNICATION USING A COMPOUND SIGNAL FROM GENERALIZED SYNCHRONIZABLE CHAOTIC SYSTEMS
Authors: MURALI K LAKSHMANAN M
Citation: K. Murali et M. Lakshmanan, SECURE COMMUNICATION USING A COMPOUND SIGNAL FROM GENERALIZED SYNCHRONIZABLE CHAOTIC SYSTEMS, Physics letters. A, 241(6), 1998, pp. 303-310
MOTION OF CURVES AND SURFACES AND NONLINEAR EVOLUTION-EQUATIONS IN (2-DIMENSIONS(1))
Authors: LAKSHMANAN M MYRZAKULOV R VIJAYALAKSHMI S DANLYBAEVA AK
Citation: M. Lakshmanan et al., MOTION OF CURVES AND SURFACES AND NONLINEAR EVOLUTION-EQUATIONS IN (2-DIMENSIONS(1)), Journal of mathematical physics, 39(7), 1998, pp. 3765-3771
ON THE SIMPLEST (2-EQUATIONS(1) DIMENSIONAL INTEGRABLE SPIN SYSTEMS AND THEIR EQUIVALENT NONLINEAR SCHRODINGER)
Authors: MYRZAKULOV R VIJAYALAKSHMI S SYZDYKOVA RN LAKSHMANAN M
Citation: R. Myrzakulov et al., ON THE SIMPLEST (2-EQUATIONS(1) DIMENSIONAL INTEGRABLE SPIN SYSTEMS AND THEIR EQUIVALENT NONLINEAR SCHRODINGER), Journal of mathematical physics, 39(4), 1998, pp. 2122-2140
COLLECTIVE-BARGAINING UNDER THE COMMON-LAW TRADITION IN MADRAS IN THEINTERWAR PERIOD (INDIA)
Authors: LAKSHMANAN M
Citation: M. Lakshmanan, COLLECTIVE-BARGAINING UNDER THE COMMON-LAW TRADITION IN MADRAS IN THEINTERWAR PERIOD (INDIA), Indian economic and social history review, 35(3), 1998, pp. 247-273
BIFURCATION AND CHAOS IN THE DOUBLE-WELL DUFFING-VAN-DER-POL OSCILLATOR - NUMERICAL AND ANALYTICAL STUDIES
Authors: VENKATESAN A LAKSHMANAN M
Citation: A. Venkatesan et M. Lakshmanan, BIFURCATION AND CHAOS IN THE DOUBLE-WELL DUFFING-VAN-DER-POL OSCILLATOR - NUMERICAL AND ANALYTICAL STUDIES, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 56(6), 1997, pp. 6321-6330
INELASTIC-COLLISION AND SWITCHING OF COUPLED BRIGHT SOLITONS IN OPTICAL FIBERS
Authors: RADHAKRISHNAN R LAKSHMANAN M HIETARINTA J
Citation: R. Radhakrishnan et al., INELASTIC-COLLISION AND SWITCHING OF COUPLED BRIGHT SOLITONS IN OPTICAL FIBERS, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 56(2), 1997, pp. 2213-2216
EFFICIENT SIGNAL TRANSMISSION BY SYNCHRONIZATION THROUGH COMPOUND CHAOTIC SIGNAL
Authors: MURALI K LAKSHMANAN M
Citation: K. Murali et M. Lakshmanan, EFFICIENT SIGNAL TRANSMISSION BY SYNCHRONIZATION THROUGH COMPOUND CHAOTIC SIGNAL, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 56(1), 1997, pp. 251-255
NONLINEAR DYNAMICS OF DAMPED AND DRIVEN VELOCITY-DEPENDENT SYSTEMS
Authors: VENKATESAN A LAKSHMANAN M
Citation: A. Venkatesan et M. Lakshmanan, NONLINEAR DYNAMICS OF DAMPED AND DRIVEN VELOCITY-DEPENDENT SYSTEMS, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 55(5), 1997, pp. 5134-5146
BIFURCATION-ANALYSIS OF THE TRAVELING WAVE-FORM OF FITZHUGH-NAGUMO NERVE-CONDUCTION MODEL EQUATION
Authors: MURUGANANDAM P LAKSHMANAN M
Citation: P. Muruganandam et M. Lakshmanan, BIFURCATION-ANALYSIS OF THE TRAVELING WAVE-FORM OF FITZHUGH-NAGUMO NERVE-CONDUCTION MODEL EQUATION, Chaos, 7(3), 1997, pp. 476-487
CONTROL OF CHAOS BY NONFEEDBACK METHODS IN A SIMPLE ELECTRONIC-CIRCUIT SYSTEM AND THE FITZHUGH-NAGUMO EQUATION
Authors: RAJASEKAR S MURALI K LAKSHMANAN M
Citation: S. Rajasekar et al., CONTROL OF CHAOS BY NONFEEDBACK METHODS IN A SIMPLE ELECTRONIC-CIRCUIT SYSTEM AND THE FITZHUGH-NAGUMO EQUATION, Chaos, solitons and fractals, 8(9), 1997, pp. 1545-1558
LOCALIZED COHERENT STRUCTURES AND INTEGRABILITY IN A GENERALIZED (2-DIMENSIONAL NONLINEAR SCHRODINGER-EQUATION(1))
Authors: RADHA R LAKSHMANAN M
Citation: R. Radha et M. Lakshmanan, LOCALIZED COHERENT STRUCTURES AND INTEGRABILITY IN A GENERALIZED (2-DIMENSIONAL NONLINEAR SCHRODINGER-EQUATION(1)), Chaos, solitons and fractals, 8(1), 1997, pp. 17-25
A (2-DIMENSIONAL INTEGRABLE SPIN MODEL - GEOMETRICAL AND GAUGE EQUIVALENT COUNTERPART, SOLITONS AND LOCALIZED COHERENT STRUCTURES(1))
Authors: MYRZAKULOV R VIJAYALAKSHMI S NUGMANOVA GN LAKSHMANAN M
Citation: R. Myrzakulov et al., A (2-DIMENSIONAL INTEGRABLE SPIN MODEL - GEOMETRICAL AND GAUGE EQUIVALENT COUNTERPART, SOLITONS AND LOCALIZED COHERENT STRUCTURES(1)), Physics letters. A, 233(4-6), 1997, pp. 391-396
A NEW CLASS OF INDUCED LOCALIZED COHERENT STRUCTURES IN THE (2-DIMENSIONAL NONLINEAR SCHRODINGER-EQUATION(1))
Authors: RADHA R LAKSHMANAN M
Citation: R. Radha et M. Lakshmanan, A NEW CLASS OF INDUCED LOCALIZED COHERENT STRUCTURES IN THE (2-DIMENSIONAL NONLINEAR SCHRODINGER-EQUATION(1)), Journal of physics. A, mathematical and general, 30(9), 1997, pp. 3229-3233
LIE SYMMETRIES AND INFINITE-DIMENSIONAL LIE-ALGEBRAS OF CERTAIN (1-DIMENSIONAL NONLINEAR EVOLUTION-EQUATIONS(1))
Authors: VELAN MS LAKSHMANAN M
Citation: Ms. Velan et M. Lakshmanan, LIE SYMMETRIES AND INFINITE-DIMENSIONAL LIE-ALGEBRAS OF CERTAIN (1-DIMENSIONAL NONLINEAR EVOLUTION-EQUATIONS(1)), Journal of physics. A, mathematical and general, 30(9), 1997, pp. 3261-3271
LOCALIZED COHERENT STRUCTURES OF (2-DIMENSIONAL GENERALIZATIONS OF SOLITON SYSTEMS(1))
Authors: LAKSHMANAN M RADHA R
Citation: M. Lakshmanan et R. Radha, LOCALIZED COHERENT STRUCTURES OF (2-DIMENSIONAL GENERALIZATIONS OF SOLITON SYSTEMS(1)), Pramana, 48(1), 1997, pp. 163-188
EXOTIC COHERENT STRUCTURES IN THE (2-EQUATION(1)DIMENSIONAL LONG DISPERSIVE WAVE)
Authors: RADHA R LAKSHMANAN M
Citation: R. Radha et M. Lakshmanan, EXOTIC COHERENT STRUCTURES IN THE (2-EQUATION(1)DIMENSIONAL LONG DISPERSIVE WAVE), Journal of mathematical physics, 38(1), 1997, pp. 292-299
NONLINEAR PHYSICS - INTEGRABILITY, CHAOS AND BEYOND
Authors: LAKSHMANAN M
Citation: M. Lakshmanan, NONLINEAR PHYSICS - INTEGRABILITY, CHAOS AND BEYOND, Journal of the Franklin Institute, 334B(5-6), 1997, pp. 909-969
EXACT SOLITON-SOLUTIONS TO COUPLED NONLINEAR SCHRODINGER-EQUATIONS WITH HIGHER-ORDER EFFECTS
Authors: RADHAKRISHNAN R LAKSHMANAN M
Citation: R. Radhakrishnan et M. Lakshmanan, EXACT SOLITON-SOLUTIONS TO COUPLED NONLINEAR SCHRODINGER-EQUATIONS WITH HIGHER-ORDER EFFECTS, Physical review. E, Statistical physics, plasmas, fluids, and related interdisciplinary topics, 54(3), 1996, pp. 2949-2955
MOBILIZATION OF MG2-HEART AND LIVER-MITOCHONDRIA FOLLOWING THE INTERACTION OF THYROID-HORMONE WITH THE ADENINE-NUCLEOTIDE TRANSLOCASE( FROMRAT)
Authors: ROMANI A MARFELLA C LAKSHMANAN M
Citation: A. Romani et al., MOBILIZATION OF MG2-HEART AND LIVER-MITOCHONDRIA FOLLOWING THE INTERACTION OF THYROID-HORMONE WITH THE ADENINE-NUCLEOTIDE TRANSLOCASE( FROMRAT), Thyroid, 6(5), 1996, pp. 513-519
EFFECT OF RALOXIFENE HYDROCHLORIDE ON POSTMENOPAUSAL JAPANESE WOMEN WITH OSTEOPOROSIS
Authors: MORII H ORIMO H TAKETANI Y ISHII J INOUE T FUJITA T OHASHI Y HUSTER WJ LAKSHMANAN M
Citation: H. Morii et al., EFFECT OF RALOXIFENE HYDROCHLORIDE ON POSTMENOPAUSAL JAPANESE WOMEN WITH OSTEOPOROSIS, Journal of bone and mineral research, 11, 1996, pp. 588-588
THE (2-DIMENSIONAL SINE-GORDON EQUATION - INTEGRABILITY AND LOCALIZEDSOLUTIONS(1))
Authors: RADHA R LAKSHMANAN M
Citation: R. Radha et M. Lakshmanan, THE (2-DIMENSIONAL SINE-GORDON EQUATION - INTEGRABILITY AND LOCALIZEDSOLUTIONS(1)), Journal of physics. A, mathematical and general, 29(7), 1996, pp. 1551-1562
ON THE LIE SYMMETRIES OF THE 2D LOTKA-VOLTERRA SYSTEM - REPLY
Authors: VELAN MS LAKSHMANAN M
Citation: Ms. Velan et M. Lakshmanan, ON THE LIE SYMMETRIES OF THE 2D LOTKA-VOLTERRA SYSTEM - REPLY, Journal of physics. A, mathematical and general, 29(5), 1996, pp. 1143-1143
ON THE INTEGRABILITY OF THE INHOMOGENEOUS SPHERICALLY SYMMETRICAL HEISENBERG-FERROMAGNET IN ARBITRARY DIMENSIONS (VOL 35, PG 6498, 1994)
Authors: DANIEL M PORSEZIAN K LAKSHMANAN M
Citation: M. Daniel et al., ON THE INTEGRABILITY OF THE INHOMOGENEOUS SPHERICALLY SYMMETRICAL HEISENBERG-FERROMAGNET IN ARBITRARY DIMENSIONS (VOL 35, PG 6498, 1994), Journal of mathematical physics, 37(9), 1996, pp. 4768-4768
LIE SYMMETRIES AND INVARIANT SOLUTIONS OF THE SHALLOW-WATER EQUATION
Authors: VELAN MS LAKSHMANAN M
Citation: Ms. Velan et M. Lakshmanan, LIE SYMMETRIES AND INVARIANT SOLUTIONS OF THE SHALLOW-WATER EQUATION, International journal of non-linear mechanics, 31(3), 1996, pp. 339-344
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