Recent Developments in Industrial and Applied Mathematics

by Shin'ichi Oishi (Editor), Hisashi Okamoto (Editor), Ken Hayami (Editor)

Overview

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 20–25, 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.

Product Details

ISBN-13:	9789819514458
Publisher:	Springer Nature Singapore
Publication date:	01/13/2026
Series:	ICIAM2023 Springer Series , #1
Pages:	306
Product dimensions:	6.10(w) x 9.25(h) x (d)

About the Author

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.

Table of Contents

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 scientific- 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.