Bio
Uninettuno University, Rome Italy; he is the coordinator of the doctoral college in Technological Innovation Engineering, coordinator of the Section of Mathematics, president of the Degree Course in Management Engineering, director of the Master in Project Management Techniques, and coordinator of the Master in Applied and Industrial Mathematics. He is also a member of the Research Project “Modeling and Simulation of the Fractionary and Medical Center”, Complutense University of Madrid (Spain) and head of the national group from 2015, member of the Research Project (Serbian Ministry of Education and Science) “Approximation of Integral and Differential Operators and Applications”, University of Belgrade (Serbia) and coordinator of the national group from 2011-), a member of the Doctoral College in Mathematics at the Department of Mathematics of the University of Mazandaran (Iran), expert (Reprise) at the Ministry of Education, University and Research, for the ERC sectors: Analysis, Operator algebras and functional analysis, Numerical analysis. Clemente Cesarano is Honorary Fellows of the Australian Institute of High Energetic Materials, affiliated with the National Institute of High Mathematics (INdAM), is affiliated with the International Research Center for the “Mathematics & Mechanics of Complex Systems” (MEMOCS)- University of L’Aquila, associate of the CNR at the Institute of Complex Systems (ISC), affiliated with the “Research ITalian network on Approximation (RITA)” network as the head of the Uninettuno office, UMI member, SIMAI member.

Bio
Prof. Dr. Luigi Rodino, after studies in Mathematics at the University of Torino, completed his education as post-doc in Lund University, Sweden, under the guide of Lars Hormander, and in Princeton, USA, with supervisor J.J.Kohn (1971-1975). From 1976 till now he works as professor of Mathematical Analysis in the University of Torino. Starting from 2017 he is also chief researcher at the RUDN University of Moscow. Rodino was chief coordinator of international research projects for NATO and UNESCO. In the period 2013-2017 he was president of the ISAAC, International Society for Mathematical Analysis, Applications and Computation. He is author of about 150 papers and 1000 reviews. He acted as editor of about 20 proceeding volumes, he was supervisor of 17 Ph.D. dissertations. Scientific interests are in Mathematical Analysis and Applications, in particular: - Partial Differential Equations - Operator Theory - Function Spaces and Generalized functions - Fourier Analysis, theory and applications

Bio
Prof. Dr. Guido Germano is Professor of Computational Science and Director of the MSc Computational Finance at University College London, Research Associate of the Systemic Risk Centre, London School of Economics, and associate editor of journals of mathematics and complex systems. He has studied in Pisa obtaining a laurea in 1994 and a PhD in 1998 on quantum-classical molecular simulation, with research stays at MPIP Mainz (1993-1994), the University of Bonn (1994-1995) and the University of California, San Francisco (1996). After postdocs in theoretical physics in Bristol (1998-2000) and Bielefeld (2000-2002), he has led a computer simulation group at the University of Marburg until he joined UCL in 2013. He has also been research fellow at Università del Piemonte Orientale, Novara, and Scuola Normale Superiore, Pisa (1998 and 2012-2013). Professor Germano's interests are in computational science or scientific computing applied to financial mathematics and its links with statistical physics. His recent research has been on stochastic processes (in particular stochastic volatility models, Lévy processes and continuous-time random walks) and the numerical solution of pricing equations for barrier options and other path-dependent derivatives in Fourier-z and Fourier-Laplace space or with Monte Carlo, but he has been working also on model calibration, machine learning, algorithmic trading, empirical high-frequency data, probability of default, and agent-based models. His earlier research was in computational physics/chemistry and the theory of soft condensed matter.

Bio
Antonio Di Crescenzo is a Full professor of Probability and Mathematical Statistics, at the University of Salerno, Italy. He is a member of the Department of Mathematics and a member of the Advisory Board of the Graduate School in Mathematics at the University of Salerno. From September 2020 he is the head of the PRISMA Group (PRobability In Statistics, Mathematics and Applications) of the Italian Mathematical Union. He is the head of the Research Unit of the University of Salerno for the PRIN-2017 project "Stochastic Models for Complex Systems" (2019-2023) funded by MIUR (national coordinator: prof. Fabrizio Durante). From May 28th, 2020, he is serving as Chair of the Mathematics Program at the University of Salerno. He is included in the REPRISE "Register of Expert Peer Reviewers for Italian Scientific Evaluation" in the Basic Research section and in the Dissemination of Scientific Culture section. His research interests include stochastic modeling, theory and simulation of stochastic processes with applications to biomathematics, queueing systems, reliability theory, aging notions and information measures. He is author of 100+ publications, appeared mainly in international journals and Proceedings of International Meetings. He co-organized several International Meetings and participated in more than 80 international scientific meetings, specially in applications of probability, in biomathematics and biocybernetics.

Bio
Prof. Dr. Ion Mihai obtained the Ph.D. in Mathematics at the Katholieke Universiteit Leuven, Belgium (1994), under the supervision of Prof. Leopold Verstraelen. He is a professor at the University of Bucharest, Department of Mathematics. He teaches Geometry, Differential Geometry and Riemannian Geometry. He was supervisor of 9 Ph.D. dissertations. He was member in Ph.D. juries at foreign universities: Universite Lyon 1, K.U. Leuven, Universidad de Sevilla, Universite de Valenciennes, etc. Scientific interests: differentiable manifolds; Riemannian manifolds; distinguished vector fields; Riemannian invariants; sectional curvature; complex manifolds; contact manifolds; affine manifolds; statistical manifolds; submanifold theory.