|
Title: |
Generalized Bilinear Differential Operators, Binary Bell Polynomials, and Exact Periodic Wave Solution of Boiti-Leon-Manna-Pempinelli Equation |
| First author: |
|
| Abstract: |
We introduce how to obtain the bilinear form and the exact periodic wave solutions of a class of (2 + 1)-dimensional nonlinear integrable differential equations directly and quickly with the help of the generalized D-p-operators, binary Bell polynomials, and a general Riemann theta function in terms of the Hirota method. As applications, we solve the periodic wave solution of BLMP equation and it can be reduced to soliton solution via asymptotic analysis when the value of p is 5.
|
| Contact the author: |
|
| Page number: |
|
| Issue: |
|
| Subject: |
|
| Authors units: |
|
| PubYear: |
2014 |
| Volume: |
|
| Unit code: |
133137 |
| Publication name: |
ABSTRACT AND APPLIED ANALYSIS |
| The full text link: |
|
| Full papers: |
|
| Departmens of first author: |
|
| Paper source: |
|
| Paper type: |
|
| Participation of the author: |
|
| ISSN: |
|
