Course #1: Introduction to p-adic Analysis
Trond Digernes & W. A. Zúñiga-Galindo

Course #2: The p-adic Automata Theory and Applications
Vladimir Anashin

Course #3: Introduction to the local zeta function
Edwin León-Cardenal

Course #4: p-Adic electrostatics
Christopher Sinclair

Course #5: Scattering Amplitudes of Non-Arquimedean Strings
Hugo García-Compeán

Course #6: p-Adic models in quantum physics
Ingmar Saberi

Conference #1: On non-Archimedean Valued Fields and Ultrametric Spaces: the Hahn Fields and Levi-Civita Fields
Khodr Shamseddine

Conference #2: p-Adic numbers, dynamical systems, and morphogenesis
Rogelio Pérez Buendía

Conference #3: An Overview of p-adic Algorithmic Fewnomial Theory
J. Maurice Rojas

Conference #4: Networks and PDEs on the p-adic framework
Brian Zambrano Luna

Conference #5: p-adic N-point open strings amplitudes
Ángela Rocío Fuquen Tibatá

Conference #6: Towards Non-Archimedean Superstring Amplitudes
Edgar Y. López

Conference #7: F-rational inflection of hyperelliptic curves: a t- and p-adic perspective
Cristhian Garay Lopez

Conference #8: Dynamics of rational maps over non-Archimedean fields and bad reduction
Mónica Moreno Rocha