High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation

Ö. YILDIRIM And M. UZUN, "High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation," *2nd International Conference on Analysis and Applied Mathematics (ICAAM)* , vol.1611, Shymkent, Kazakhstan, pp.305-309, 2014

YILDIRIM, Ö. And UZUN, M. 2014. High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation. *2nd International Conference on Analysis and Applied Mathematics (ICAAM)* , (Shymkent, Kazakhstan), 305-309.

YILDIRIM, Ö., & UZUN, M., (2014). *High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation* . 2nd International Conference on Analysis and Applied Mathematics (ICAAM) (pp.305-309). Shymkent, Kazakhstan

YILDIRIM, Özgür, And Meltem UZUN. "High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation," 2nd International Conference on Analysis and Applied Mathematics (ICAAM), Shymkent, Kazakhstan, 2014

YILDIRIM, Özgür And UZUN, Meltem. "High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation." *2nd International Conference on Analysis and Applied Mathematics (ICAAM)* , Shymkent, Kazakhstan, pp.305-309, 2014

YILDIRIM, Ö. And UZUN, M. (2014) . "High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation." *2nd International Conference on Analysis and Applied Mathematics (ICAAM)* , Shymkent, Kazakhstan, pp.305-309.

@conferencepaper{conferencepaper, author={Özgür YILDIRIM And author={Meltem UZUN}, title={High order of accuracy stable difference schemes for the approximate solution of the multipoint NBVP for the hyperbolic equation}, congress name={2nd International Conference on Analysis and Applied Mathematics (ICAAM)}, city={Shymkent}, country={Kazakhstan}, year={2014}, pages={305-309} }