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On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type

Year 2002, Volume: 1 Issue: 2, 70 - 78, 01.01.2002

Abstract

The near soliton solution of regularized equation Korteweg - de Vries and Boussinesq type for the first time was introduced in works [1-4]. These works shows the existence of near soliton solutions for different classes of perturbed equations. The main feature of these works was implementation of the solution of initial problem of classical equation of Korteweg - de Vries

References

  • M. Imanaliev, U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2000, Series 3, Issue 4, pp. 62-66
  • T. M. Imanaliev, A. Alybaev, Vestnik KSNU, Bishkek, 2000, Series 3, Issue 4, pp. 105-109
  • U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2001, Series 3, Issue 5, pp. 154-159
  • U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2001, Series 3, Issue 6, pp. 127-131
  • R.K. Dodd, J.C. Eilbeck, J.D. Gibbon, H.C. Morris, Solitons and Nonlinear Wave Equations, Editor A.B. Shabat, Moscow, 1988, pp. 108-113
Year 2002, Volume: 1 Issue: 2, 70 - 78, 01.01.2002

Abstract

References

  • M. Imanaliev, U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2000, Series 3, Issue 4, pp. 62-66
  • T. M. Imanaliev, A. Alybaev, Vestnik KSNU, Bishkek, 2000, Series 3, Issue 4, pp. 105-109
  • U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2001, Series 3, Issue 5, pp. 154-159
  • U. M. Imanaliev, T. M. Imanaliev, Vestnik KSNU, Bishkek, 2001, Series 3, Issue 6, pp. 127-131
  • R.K. Dodd, J.C. Eilbeck, J.D. Gibbon, H.C. Morris, Solitons and Nonlinear Wave Equations, Editor A.B. Shabat, Moscow, 1988, pp. 108-113
There are 5 citations in total.

Details

Primary Language English
Journal Section Research Article
Authors

T. Imanalıev This is me

A. Aydın This is me

Publication Date January 1, 2002
Published in Issue Year 2002 Volume: 1 Issue: 2

Cite

APA Imanalıev, T., & Aydın, A. (2002). On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type. Manas Journal of Natural Sciences, 1(2), 70-78.
AMA Imanalıev T, Aydın A. On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type. Manas Journal of Natural Sciences. January 2002;1(2):70-78.
Chicago Imanalıev, T., and A. Aydın. “On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type”. Manas Journal of Natural Sciences 1, no. 2 (January 2002): 70-78.
EndNote Imanalıev T, Aydın A (January 1, 2002) On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type. Manas Journal of Natural Sciences 1 2 70–78.
IEEE T. Imanalıev and A. Aydın, “On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type”, Manas Journal of Natural Sciences, vol. 1, no. 2, pp. 70–78, 2002.
ISNAD Imanalıev, T. - Aydın, A. “On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type”. Manas Journal of Natural Sciences 1/2 (January 2002), 70-78.
JAMA Imanalıev T, Aydın A. On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type. Manas Journal of Natural Sciences. 2002;1:70–78.
MLA Imanalıev, T. and A. Aydın. “On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type”. Manas Journal of Natural Sciences, vol. 1, no. 2, 2002, pp. 70-78.
Vancouver Imanalıev T, Aydın A. On The Theory Of Near Soliton Solution Of Cauchy Problem For Perturbed Nonlinear Differential Equation Of Korteweg – De Vries Type. Manas Journal of Natural Sciences. 2002;1(2):70-8.