Zakaria, L and Notiragayu, notiragayu and Nuryaman, Aang and Suharsono, Suharsono (2018) THE INTEGRAL NORMAL FORM OF A THREE-DIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔ-MKDV EQUATION. Advances in Differential Equations and Control Processes, 19 (1). pp. 37-48. ISSN 0974-3243

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Abstract

The integrability of traveling wave solution mappings can be obtained as reductions of the discrete generalized ΔΔ modified Korteweg-de Vries (ΔΔ-mKdV) equation. The properties of the integrable discrete dynamical system can be examined through the level set of integral function. In this paper, we show that the integral of a three dimensional traveling wave solution mapping derived from generalized ΔΔ-mKdV equation can be made in the normal form.

Item Type:	Article
Subjects:	Q Science > QA Mathematics
Divisions:	Fakultas Matematika dan Ilmu Pengetahuan Alam (FMIPA) > Prodi Matematika
Depositing User:	Mr Zakaria La
Date Deposited:	15 Aug 2020 08:01
Last Modified:	15 Aug 2020 08:01
URI:	http://repository.lppm.unila.ac.id/id/eprint/23645

Available Versions of this Item

• THE INTEGRAL NORMAL FORM OF A THREE-DIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔ-MKDV EQUATION. (deposited 28 May 2018 03:38)
  • THE INTEGRAL NORMAL FORM OF A THREE-DIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔ-MKDV EQUATION. (deposited 13 Aug 2020 02:16)
    • THE INTEGRAL NORMAL FORM OF A THREE-DIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔ-MKDV EQUATION. (deposited 15 Aug 2020 08:01) [Currently Displayed]

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