Pakdemirli, M. Et Al. 2009. A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method. Mathematical and Computational Applications , vol.14, no.1 , 31-44.

Pakdemirli, M., KARAHAN, M. M. F., & Boyaci, H., (2009). A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method. Mathematical and Computational Applications , vol.14, no.1, 31-44.

Pakdemirli, M., MUSTAFA MEHMET FATİH KARAHAN, And H. Boyaci. "A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method," Mathematical and Computational Applications , vol.14, no.1, 31-44, 2009

Pakdemirli, M. Et Al. "A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method." Mathematical and Computational Applications , vol.14, no.1, pp.31-44, 2009

Pakdemirli, M. KARAHAN, M. M. F. And Boyaci, H. (2009) . "A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method." Mathematical and Computational Applications , vol.14, no.1, pp.31-44.

@article{article, author={M. Pakdemirli Et Al. }, title={A new perturbation algorithm with better convergence properties: Multiple scales lindstedt poincare method}, journal={Mathematical and Computational Applications}, year=2009, pages={31-44} }