İpek Al, P. And İsmailov, Z. The General Form of Maximally Accretive Quasi-Differential Operators for First Order. 2019. In Mathematical Methods in Engineering , Springer, London/Berlin , Berlin, 299-3111.

İpek Al, P., & İsmailov, Z., (2019). The General Form of Maximally Accretive Quasi-Differential Operators for First Order. Mathematical Methods in Engineering (pp.299-3111), Berlin: Springer, London/Berlin .

İpek Al, PEMBE, And ZAMEDDİN İSMAİLOV. "The General Form of Maximally Accretive Quasi-Differential Operators for First Order." In Mathematical Methods in Engineering , 299-3111. Berlin: Springer, London/Berlin , 2019

İpek Al, PEMBE İ. And İsmailov, ZAMEDDİN. "The General Form of Maximally Accretive Quasi-Differential Operators for First Order." Mathematical Methods in Engineering , Springer, London/Berlin , 2019, pp.299-3111.

İpek Al, P. And İsmailov, Z. (2019) "The General Form of Maximally Accretive Quasi-Differential Operators for First Order", Mathematical Methods in Engineering . Berlin: Springer, London/Berlin .

@bookchapter{bookchapter, author ={PEMBE İPEK AL And author ={ZAMEDDİN İSMAİLOV}, chaptertitle={The General Form of Maximally Accretive Quasi-Differential Operators for First Order}, booktitle={ Mathematical Methods in Engineering}, publisher={Springer, London/Berlin }, city={Berlin},year={2019} }