Mathai, A. M., & Haubold, H. J. (2018d). Erdélyi-Kober Fractional Calculus: From a Statistical Perspective, Inspired by Solar Neutrino Physics. In Springer Briefs in Mathematical Physics Volume 31. Singapore: Springer.
https://doi.org/10.1007/978-981-13-1159-8

has been cited by the following article:

• TITLE: A. M. Mathai Centre for Mathematical and Statistical Sciences: A Brief History of the Centre and Prof. Dr. A. M. Mathai’s Research and Education Programs at the Occasion of His 85th Anniversary

  AUTHORS: Hans J. Haubold

  KEYWORDS: Fractional Calculus, Functions of Matrix Argument, Special Functions of Mathematical Physics, Geometrical Probabilities, Multivariate Analysis, Characterization, Algorithms, Quadratic and Bilinear Forms, Entropy, Reaction, Diffusion, Solar Neutrinos

  JOURNAL NAME: Creative Education, Vol.11 No.3, March 25, 2020

  ABSTRACT: A brief history of the Centre for Mathematical and Statistical Sciences, Kerala, India, is given and an overview of Mathai’s research and education programs in the following topics is outlined: Fractional Calculus; Functions of Matrix Argument—M-transforms, M-convolutions; Krätzel integrals; Pathway Models; Geometrical Probabilities; Astrophysics—reaction rate theory, solar neutrinos; Special Functions—G and H-functions; Multivariate Analysis; Algorithms for Non-linear Least Squares; Characterizations—characterizations of densities, information measure, axiomatic definitions, pseudo analytic functions of matrix argument and characterization of the normal probability law; Mathai’s Entropy—entropy optimization; Analysis of Variance; Population Problems and Social Sciences; Quadratic and Bilinear Forms; Linear Algebra; Probability and Statistics.