Handbook of fractional calculus with applications Volume 6 2019 pdf
Handbook of fractional calculus with applications Volume 6 2019 pdf : Pages 435
By Kochubei, Anatoly N.; Luchko, Yurii F.; Petráš, Ivo; Tarasov, Vasily E.
Series: De Gruyter Reference
Publisher: De Gruyter, Year: 2019/9999
Fractional Calculus (FC) originated in 1695, nearly at the same time as the conventional calculus. However, FC attracted limited attention and remained a pure mathematical exercise in spite of the contributions of important mathematicians, physicists, and engineers. FC had a rapid development during the last few decades, both in mathematics and applied sciences, being nowadays recognized as an excellent tool for describing complex systems, phenomena involving long range memory effects and nonlocality.
A huge number of research papers and books devoted to this subject have been published, and presently several specialized conferences and workshops are organized each year. The FC popularity in all fields of science is due to its successful application in mathematical models, namely in the form of FC operators and fractional integral and differential equations. Presently, we are witnessing considerable progress both on theoretical aspects and applications of FC in areas such as physics, engineering, biology, medicine, economy, or finance.
(De Gruyter Reference) Kochubei, Anatoly N._ Luchko, Yurii F._ Petráš, Ivo_ Tarasov, Vasily E. – Handbook of fractional calculus with applications, Volume 6, Applications in Control-De Gruyter (2019_9