الفهرس 
On The Application of The Unified Method to Solve Some Nonlinear Evolution Equations With Emphasis to The DNA Dynamics
ContentsOnly 14 pages are availabe for public view
 |  | from | 162 |  |  |
| | | from | 162 | | |
Abstract
The dynamics of DNA have been the objective of varieties of works in the literature very recently. Different model equations were suggested, which are based on two main geometrical structure of chains A first model equation, where the chains are considered as strands, were proposed in [1- 3]. A second type of model equations takes into account of helical- geometry of DNA were also suggested in [4-6]. In these equations the dynamics of DNA are described via transverse, longitudinal or tensional motions. The solution of this model equation in the both two types, that is in the double-stranded and double {u2013}helical model are of major contribution to better understanding many aspects related to the dynamics of DNA. In the literature, attention was focused to find the solitary, soliton or breathes solutions