Zakaria, L and Notiragayu, notiragayu and Nuryaman, Aang and Suharsono, Suharsono (2018) THE INTEGRAL NORMAL FORM OF A THREEDIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔMKDV EQUATION. Advances in Differential Equations and Control Processes, 19 (1). pp. 3748. ISSN 09743243
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Abstract
The integrability of traveling wave solution mappings can be obtained as reductions of the discrete generalized ΔΔ modified Kortewegde Vries (ΔΔmKdV) 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 ΔΔmKdV 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 L. 
Date Deposited:  15 Aug 2020 08:01 
Last Modified:  15 Aug 2020 08:01 
URI:  http://repository.lppm.unila.ac.id/id/eprint/23645 
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THE INTEGRAL NORMAL FORM OF A THREEDIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔMKDV EQUATION. (deposited 28 May 2018 03:38)

THE INTEGRAL NORMAL FORM OF A THREEDIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔMKDV EQUATION. (deposited 13 Aug 2020 02:16)
 THE INTEGRAL NORMAL FORM OF A THREEDIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔMKDV EQUATION. (deposited 15 Aug 2020 08:01) [Currently Displayed]

THE INTEGRAL NORMAL FORM OF A THREEDIMENSIONAL TRAVELING WAVE SOLUTION MAPPING DERIVED FROM GENERALIZED ΔΔMKDV EQUATION. (deposited 13 Aug 2020 02:16)
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