Recent Developments in Industrial and Applied Mathematics

This open access book contains review/research papers authored by fourteen plenary/invited speakers to the 10th International Congress on Industrial and Applied Mathematics (Tokyo, August 2025, 2023). Written by top-level scientists recognized worldwide, this book covers a wide range topics at the frontline of industrial and applied mathematics. Some of them contain a kind of tutorial, some contain quite readable surveys. We are sure that offering these papers will be a great service to the community of industrial and applied mathematics. This book, which is the Volume 1 of a thematic series dedicated to research results presented at ICIAM 2023, includes also an introductory chapter summarizing the main features of the congress.

This book is open access, which means that you have free and unlimited access Written by world top-level scientists Covers a wide spectrum of subjects within industrial and applied mathematics Presents a wide range topics at the frontline of industrial and applied mathematics

Autorentext

Shin'ichi Oishi is a full professor at Waseda University.

Hisashi Okamoto is a full professor at Gakushuin University.

Ken Hayami is a professor emeritus at National Institute of Informatics.

Inhalt

Exploring Matrices.- Fast and Numerically Stable Implementation of Rate Constant Matrix Contraction Method.- Studying Morphological Variation: Exploring the Shape Space in Evolutionary Anthropology.- Existence of minimizers in the variational approach to brittle fracture.- A tutorial on the dynamic Laplacian.- A consideration of scientic- technical aspects and artistic aspect of origami engineering-aiming to create new big industries and a new fan culture.- Bayesian Experimental Design for Symbolic Discovery.- Convergence Rates of Sums of Squares Hierarchies for Polynomial Optimization.- Aggregation-Diffusion Equations for Collective Behaviour in The Sciences.- Kinetic Models of Dilute Polymeric Fluids: Existence of Global Weak Solutions and Rigorous Macroscopic Closure.- Matrix Functions and Network Communicability Measures.- Persistence module and Schubert calculus.- Feasibility problems and optimization for natural channels.- Statistical Accuracy of Approximate Filtering Methods.