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Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations. / Шерих, Ахмед Абделхамид Мохамед Ахмед; Hassan, M.M. ; Abdel-Razek, M.A.

1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt. Том 1 1. ред. 2013. стр. 105-118.

Результаты исследований: Публикации в книгах, отчётах, сборниках, трудах конференций › статья в сборнике материалов конференции › научная › Рецензирование

Harvard

Шерих, ААМА, Hassan, MM & Abdel-Razek, MA 2013, Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations. в 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt. 1 изд., Том. 1, стр. 105-118.

APA

Шерих, А. А. М. А., Hassan, M. M., & Abdel-Razek, M. A. (2013). Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations. в 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt (1 ред., Том 1, стр. 105-118)

Vancouver

Шерих ААМА, Hassan MM, Abdel-Razek MA. Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations. в 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt. 1 ред. Том 1. 2013. стр. 105-118

Author

Шерих, Ахмед Абделхамид Мохамед Ахмед ; Hassan, M.M. ; Abdel-Razek, M.A. / Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations. 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt. Том 1 1. ред. 2013. стр. 105-118

BibTeX

@inproceedings{cf00361cc85748e9973ffc7a0882a275,
title = "Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations",
abstract = "In this paper, we employ the extended mapping method to obtain the exact travelingwavesolutions of the Benjamin-Bona-Mahony (BBM) equation, the Schamel equation and the modifiedKawahara equation. Our results show that these solutionsinclude periodic wavesolutions and solitary wavesolutions.The geometric interpretation for some of these solstionare introduced. The solitary wavesolutions are obtained as a limiting case.",
author = "Шерих, {Ахмед Абделхамид Мохамед Ахмед} and M.M. Hassan and M.A. Abdel-Razek",
year = "2013",
language = "English",
volume = "1",
pages = "105--118",
booktitle = "1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt",
edition = "1",

}

RIS

TY - GEN

T1 - Exact Traveling Wave Solutions for the BBM Equation, Schamel Equation and Modified Kawahara Equation and their Geometric Interpretations

AU - Шерих, Ахмед Абделхамид Мохамед Ахмед

AU - Hassan, M.M.

AU - Abdel-Razek, M.A.

PY - 2013

Y1 - 2013

N2 - In this paper, we employ the extended mapping method to obtain the exact travelingwavesolutions of the Benjamin-Bona-Mahony (BBM) equation, the Schamel equation and the modifiedKawahara equation. Our results show that these solutionsinclude periodic wavesolutions and solitary wavesolutions.The geometric interpretation for some of these solstionare introduced. The solitary wavesolutions are obtained as a limiting case.

AB - In this paper, we employ the extended mapping method to obtain the exact travelingwavesolutions of the Benjamin-Bona-Mahony (BBM) equation, the Schamel equation and the modifiedKawahara equation. Our results show that these solutionsinclude periodic wavesolutions and solitary wavesolutions.The geometric interpretation for some of these solstionare introduced. The solitary wavesolutions are obtained as a limiting case.

M3 - Conference contribution

VL - 1

SP - 105

EP - 118

BT - 1st International Conference on New Horizons in Basic and Applied Science, Hurghada – Egypt

ER -

ID: 60394806