ERDEM BİÇER, K. 2023. A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS. 14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES , (İstanbul, Turkey).

ERDEM BİÇER, K., (2023). A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS . 14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES, İstanbul, Turkey

ERDEM BİÇER, KÜBRA. "A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS," 14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES, İstanbul, Turkey, 2023

ERDEM BİÇER, KÜBRA E. . "A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS." 14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES , İstanbul, Turkey, 2023

ERDEM BİÇER, K. (2023) . "A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS." 14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES , İstanbul, Turkey.

@conferencepaper{conferencepaper, author={KÜBRA ERDEM BİÇER}, title={A NUMERICAL METHOD BASED ON BERNOULLI POLYNOMIALS FOR THE APPROXIMATE SOLUTIONS OF VOLTERRA INTEGRO DIFFERENTIAL EQUATIONS}, congress name={14TH INTERNATIONAL ISTANBUL SCIENTIFIC RESEARCH CONGRESS ON LIFE, ENGINEERING, AND APPLIED SCIENCES}, city={İstanbul}, country={Turkey}, year={2023}}