报告题目：General fractional derivatives with respect to another function
摘要：With aid of the generalized version of the Abel type equation proposed in 1884 by Russian mathematician Sonine, we investigate the general fractional calculus. We investigate the general fractional calculus based on the special functions, e.g., Sonine function, Miller-Ross function, Goreno-Mainardi function, Rabotnov function and Lorenzo-Hartley function with respect to another function. As a typical example, the formulae can be used to describe the fractal behaviors in the fractional-time sense, which can be described by the Hausdorff metrics.
主讲人： 杨小军，博士、中国矿业大学深地国重研究员、博士生导师，中国矿业大学越崎学者。2018年入选江苏省“333高层次人才培养工程”第三层次培养对象。连续入选2017和2018年度数学领域中国高被引学者。2019年获国际Obada奖(2019 International Obada-Prize)，青年科学家奖(Young Scientist Award)和斯普林格杰出研究员奖，2018年获江苏省教育科学研究成果（高校自然科学类）二等奖(排名第一名)。在Elsevier和CRC等出版英文著作5部；在Springer和Elsevier等出版章节10部。Scopus-index为35，Web of Science-index是31。担任Applied Numerical Mathematics (SCIE,Elsevier,IF=1.678)、Mathematical Methods in the Applied Sciences (SCIE,Wiley,IF=1.533)、Fractals (SCIE, World Scientific, IF=2.971)、International Journal of Numerical Methods for Heat & Fluid Flow (SCIE,Emerald,IF=1.985)、Mathematical Modelling and Analysis (SCIE, VGTU,IF=1.038)、Journal of King Saud University-Science (SCIE, Elsevier, IF=2.835)、Journal of Thermal Stresses (SCIE, Taylor & Francis, IF=2.943)、Thermal Science (SCIE, Society of Thermal Engineers of Serbia,IF=1.541)等编委及Journal of Thermal Analysis and Calorimetry (SCIE, Springer, IF=2.471)、Alexandria Engineering Journal (SCIE,Elsevier,IF=3.696)和IEEE Access (SCIE, IEEE, IF=4.089) 等副主编。
时间：2019年9月18日 8:20---10:00
地点： 3401
