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A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY
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Ö. Yıldırım And M. Uzun, "A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY," Banach Spaces and their Applications , Lviv, Ukraine, 2019

Yıldırım, Ö. And Uzun, M. 2019. A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY. Banach Spaces and their Applications , (Lviv, Ukraine).

Yıldırım, Ö., & Uzun, M., (2019). A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY . Banach Spaces and their Applications, Lviv, Ukraine

Yıldırım, Özgür, And Meltem UZUN. "A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY," Banach Spaces and their Applications, Lviv, Ukraine, 2019

Yıldırım, Özgür And Uzun, Meltem. "A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY." Banach Spaces and their Applications , Lviv, Ukraine, 2019

Yıldırım, Ö. And Uzun, M. (2019) . "A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY." Banach Spaces and their Applications , Lviv, Ukraine.

@conferencepaper{conferencepaper, author={Özgür YILDIRIM And author={Meltem UZUN}, title={A COMPOSITE NUMERICAL METHOD ON THE SOLUTION OF COUPLED SINE-GORDON EQUATIONS BASED ON THE FIXED POINT THEORY}, congress name={Banach Spaces and their Applications}, city={Lviv}, country={Ukraine}, year={2019}}