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Book Synopsis

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 scienti?c- 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.

Recent Developments in Industrial and Applied Mathematics

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    A Hardback by Shin’ichi Oishi

    15 in stock


      View other formats and editions of Recent Developments in Industrial and Applied Mathematics by Shin’ichi Oishi

      Publisher: Springer
      Publication Date: 01/11/2025
      ISBN13: 9789819514458, 978-9819514458
      ISBN10:
      Also in:
      Applied mathematics

      Description

      Book Synopsis

      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 scienti?c- 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.

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