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Anna Koroleva Edit Profile

also known as Anna Anatol'evna Koroleva

educator , mathematician

Working at the Belarusian State University, Anna Koroleva reads lectures and conducts workshops on the basic course "Mathematical Analysis" and a special course "Elements of the theory of fractional calculus" and "Elements of the theory of special functions" for the students of Mechanics and Mathematics Faculty of the Belarusian State University.

Career

In 2002 she was appointed as an assistant at the Mechanics and Mathematics Faculty of the Belarusian State University.

Since September 1, 2007 Koroleva works an assistant professor of the Department of functions in the Belarusian State University.

In 2008 she was awarded the rank of assistant professor.

Since 2007 she serves as the deputy dean for educational work.

Works

  • book

    • Kilbas A.A., Koroleva A.A. Generalized Mittag-Leffler function and its extension / / Proceedings of the Institute of Mathematics. Minsk. - 2005. - V. 13, № 1. - P. 23-33.

    • Kilbas A.A., Koroleva A.A. Extended generalized function of Mittag-Leffler / / Reports of the National Academy of Sciences - 2005. - Volume 49, № 5. - P. 5-10.

    • Kilbas A.A., Koroleva A.A. Integral Transform with the Extended Generalized Mittag-Leffler Function / / Mathematical Modelling and Complex Analysis - 2006. - Vol. 11, № 2. - P. 161-174.

    • Kilbas A.A., Koroleva A.A. The expansion of the Mittag-Leffler / / Vestsi NASB, Ser. fiz.-mat.nauk. - 2006. - Northern 2. - P. 5-9.

    • Kilbas A.A., Koroleva A.A. Handling an integral transform with extended generalized Mittag-Leffler / / Reports of the Academy of Sciences - 2006. - T. 411, № 2. - P. 157-160.

    • Kilbas A.A., Koroleva A.A. Integral Transform with the Extended Generalized Mittag-Leffler Function / / More Progresses in Analysis / Proceedings of the 5th International ISAAC Congress World Scientific Publishing Company, Singapore, 2009, P. 201-210.

    • Dubatovskaya M.V., Koroleva A.A., Rogozin S.V., Staroselets P.P. Mathematical analysis: Limit order. Limit function. Continuity: ucheb. method. Benefit - Minsk: BSU, 2010. - 95 p.