182
K. S. Sreelatha
Elsa Mohan, related to this area are also included. We studied the modelling of silverdoped ZnO thin film waveguide for propagation of optical solitons. The results we
obtained are also published [15]. Now we are concentrating on the applications of
chaos theory in economics, biology and also in music [13, 14]. Applying chaos theory
in making economic predictions provide results that are closely related to traditional
forecasting methods using chaos. Research work in these areas are progressing and
we are waiting for good results to get published at the earliest.
References
1. M. Lakshmanan, S. Rajasekhar, Nonlinear Dynamics (Springer, Berlin, 2003)
2. R.K. Bullough, P.J. Caudrey, Solitons (Springer, Berlin, 1980)
3. K.S. Sreelatha, K. BabuJoseph, Chaos, Solitons, and Fractals, 9(11), 1865 (1998)
4. K.S. Sreelatha, K. BabuJoseph, Chaos, Solitons & Fractals, 11(5), 711 (2000)
5. R.E. Mohan, K.S. Sreelatha, M. Sivakumar, A. Krishnashree, Adv. Mater. Res. 403, 3753
(2012)
6. R.E. Mohan, M. Sivakumar, K.S. Sreelatha, Mater. Res. Bull. 69, 131 (2015)
7. K.S. Sreelatha, L. Parameswar, K.B. Joseph, AIP Conf. Proc. 1004, 1, 294 (2008)
8. R.M. Goodwin, Chaotic Economic Dynamics (Oxford University Press, 1990)
9. S. Skaria, I. Jinchu, V. Jacob, K.S. Sreelatha, Int. J. Appl. Eng. Res. 15(5), 524 (2020). ISSN
0973-4562. https://www.ripublication.com/ijaer20/ijaerv15n5_14.pdf
10. G.L. Baker, J. Gollub, Chaotic Dynamics: An Introduction (Cambridge university press, 1996)
11. A. Babloyantz, J.M. Salazar, Nicolis, Phys. Lett. A 111, 3, 152 (1985)
12. Babloyantz, Dynamics of Sensory and Cognitive Processing by the Brain, vol. 196 (Springer,
Berlin, 1988)
13. J. Harley, Chaos and music. MIT Press 28, 221 (1995)
14. R. Jonathan, Chaos in Music: Historical Developments and Applications to Music Theory and
Composition, The University of North Carolina at Greensboro (2009)
15. R.E. Mohan, Numerical Modelling of II-IV Planar waveguides for Nonlinear Applications,
Ph.D Thesis (2014)
K. S. Sreelatha
Elsa Mohan, related to this area are also included. We studied the modelling of silverdoped ZnO thin film waveguide for propagation of optical solitons. The results we
obtained are also published [15]. Now we are concentrating on the applications of
chaos theory in economics, biology and also in music [13, 14]. Applying chaos theory
in making economic predictions provide results that are closely related to traditional
forecasting methods using chaos. Research work in these areas are progressing and
we are waiting for good results to get published at the earliest.
References
1. M. Lakshmanan, S. Rajasekhar, Nonlinear Dynamics (Springer, Berlin, 2003)
2. R.K. Bullough, P.J. Caudrey, Solitons (Springer, Berlin, 1980)
3. K.S. Sreelatha, K. BabuJoseph, Chaos, Solitons, and Fractals, 9(11), 1865 (1998)
4. K.S. Sreelatha, K. BabuJoseph, Chaos, Solitons & Fractals, 11(5), 711 (2000)
5. R.E. Mohan, K.S. Sreelatha, M. Sivakumar, A. Krishnashree, Adv. Mater. Res. 403, 3753
(2012)
6. R.E. Mohan, M. Sivakumar, K.S. Sreelatha, Mater. Res. Bull. 69, 131 (2015)
7. K.S. Sreelatha, L. Parameswar, K.B. Joseph, AIP Conf. Proc. 1004, 1, 294 (2008)
8. R.M. Goodwin, Chaotic Economic Dynamics (Oxford University Press, 1990)
9. S. Skaria, I. Jinchu, V. Jacob, K.S. Sreelatha, Int. J. Appl. Eng. Res. 15(5), 524 (2020). ISSN
0973-4562. https://www.ripublication.com/ijaer20/ijaerv15n5_14.pdf
10. G.L. Baker, J. Gollub, Chaotic Dynamics: An Introduction (Cambridge university press, 1996)
11. A. Babloyantz, J.M. Salazar, Nicolis, Phys. Lett. A 111, 3, 152 (1985)
12. Babloyantz, Dynamics of Sensory and Cognitive Processing by the Brain, vol. 196 (Springer,
Berlin, 1988)
13. J. Harley, Chaos and music. MIT Press 28, 221 (1995)
14. R. Jonathan, Chaos in Music: Historical Developments and Applications to Music Theory and
Composition, The University of North Carolina at Greensboro (2009)
15. R.E. Mohan, Numerical Modelling of II-IV Planar waveguides for Nonlinear Applications,
Ph.D Thesis (2014)
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