@article{ijpdea2015321,
author={{H.F.Jwamer, Karwan and Ali, Hawsar},
title={Asymptotic Behaviors of the Eigenvalues and Solution of a Fourth Order Boundary Value Problem},
journal={International Journal of Partial Differential Equations and Applications},
volume={3},
number={2},
pages={25--28},
year={2015},
url={http://pubs.sciepub.com/ijpdea/3/2/1},
issn={2376-9556},
abstract={In this paper, we consider the spectral problem of the form: <img src=image/abs1.png></img> Where &#955; is a spectral parameter in which &#955;=&#963;+i&#948;, where <img src=image/abs2.png></img>; p<SUB>3</SUB>(x), p<SUB>4</SUB>(x) and &#961;(x) are real valued functions and we assume that  &#961;(x)>0, p<SUB>4</SUB>(x)&#8712;C[0,a], p<SUB>3</SUB>(x)&#8712;C<SUP>2</SUP>[0,a] and &#961;(x)&#8712;C<SUP>4</SUP>[0,a]. Asymptotic formulas for eigenvalues and solutions of the consider boundary value problem are established.},
doi={10.12691/ijpdea-3-2-1}
publisher={Science and Education Publishing}
}