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" Progress in industrial mathematics at ECMI 2016 / "
Peregrina Quintela, Patricia Barral, Dolores Gómez, Francisco J. Pena, Jerónimo Rodríguez, Pilar Salgado, Miguel E. Vázquez-Méndez, editors.
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BL
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| Record Number
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863980
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| Main Entry
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European Conference on Mathematics in Industry(19th :2016 :, Santiago de Compostela, Spain)
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| Title & Author
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Progress in industrial mathematics at ECMI 2016 /\ Peregrina Quintela, Patricia Barral, Dolores Gómez, Francisco J. Pena, Jerónimo Rodríguez, Pilar Salgado, Miguel E. Vázquez-Méndez, editors.
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| Publication Statement
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Cham, Switzerland :: Springer,, 2018.
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| Series Statement
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Mathematics in industry ;; 26
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1 online resource
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| ISBN
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3319630822
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: 9783319630823
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9783319630816
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| Notes
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Includes index.
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| Contents
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Intro; Preface; Contents; Part I Plenary Lectures; Semiparametric Prediction Models for Variables Related with Energy Production; 1 Introduction: An Environmental Problem; 2 One-Dimensional Predictive Models; 2.1 Models Designed to Solve the Environmental Problem; 2.1.1 The First Semiparametric Model; 2.1.2 Partially Linear Model; 2.1.3 Neural Networks; 2.1.4 Functional Data Model; 2.1.5 Other Approaches Designed to Predict Probabilities; 2.2 Alternative One-Dimensional Models: Additive Models; 3 Multidimensional Semiparametric Prediction; 3.1 The Model; 3.2 Estimations
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2 Comparison of SplittingsDecent Asymptotics: v(t=0)=-0.1; Difficult Asymptotics: v(t=0)=0.1; 3 Conclusion and Outlook; References; Minisymposium: Aeroacoustics; Description; Simulation of Reflection and Transmission Properties of Multiperforated Acoustic Liners; 1 Introduction; 2 Surface Homogenization; 3 Modes Matching; 4 Numerical Results; References; Minisymposium: Applied Mathematics in Stent Development; Description; Mathematical Modelling of Drug Elution from Drug-Filled Stents; 1 Introduction; 2 The Model; 2.1 Model Reduction; 2.2 A Simple Model for Uniform Dissolution; 3 Conclusion
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2 Optimization Problem3 Sequential Linear Programming (SLP); 4 Particle Swarm Optimization (PSO); 5 Numerical Tests; References; Part III Minisymposia; Minisymposium: Advanced Numerical Methods for HyperbolicProblems; Description; High Order Extrapolation Techniques for WENO Finite-Difference Schemes Applied to NACA Airfoil Profiles; 1 Introduction; 2 Numerical Scheme and Meshing Procedure; 2.1 Numerical Scheme; 2.2 Meshing Procedure; 3 Extrapolation Procedure; 4 Numerical Experiment; 5 Conclusions; References; The Influence of the Asymptotic Regime on the RS-IMEX; 1 Introduction
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3.3 Other Considerations: The Phenomenon of Cointegration3.4 Prediction Scheme; 4 Real Data Application; References; Emergent Behaviour in T Cell Immune Response; 1 Introduction; 2 T Cell Response as an Emergent Behaviour; 3 The Growth Threshold Conjecture; 4 Concluding Remarks; References; Ray Mappings and the Weighted Least Action Principle; 1 Introduction; 2 Phase Retrieval; 3 Beam Shaping; 4 The Weighted Least Action Principle; 5 Implementation; References; Part II Hansjörg Wacker Memorial Prize; Numerical Methods for Optimization Problems Arisingin Energetic Districts; 1 Introduction
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| Subject
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Engineering mathematics, Congresses.
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Industrial engineering-- Mathematics, Congresses.
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Applied mathematics.
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Calculus mathematical analysis.
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Engineering mathematics.
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Industrial engineering-- Mathematics.
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Numerical analysis.
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Optimization.
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Probability statistics.
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TECHNOLOGY ENGINEERING-- Engineering (General)
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TECHNOLOGY ENGINEERING-- Reference.
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| Dewey Classification
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620/.00151
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| LC Classification
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TA329
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| Added Entry
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Barral, Patricia
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Gómez, Dolores
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Pena, Francisco J.
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Quintela Estévez, Peregrina
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Rodríguez, Jerónimo
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Salgado, Pilar
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Vázquez-Méndez, Miguel E.
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