Description

Book Synopsis

Discover data analytics methodologies for the diagnosis and prognosis of industrial systems under a unified random effects model

InIndustrial Data Analytics for Diagnosis and Prognosis -A Random Effects Modelling Approach, distinguished engineers Shiyu Zhou and Yong Chen delivera rigorous and practical introduction to the random effects modeling approach for industrial system diagnosis and prognosis.In the book's two parts, general statistical concepts and useful theory are described and explained, as are industrial diagnosis and prognosis methods. The accomplished authors describe and model fixed effects, random effects, and variation in univariate and multivariate datasetsand cover the application of the random effects approach to diagnosis of variation sources in industrial processes. They offer a detailed performance comparison of different diagnosis methodsbefore moving on to the application of the random effects approach to failure prognosis in indu

Table of Contents

Chapter 1 Introduction

Part 1 Statistical Methods and Foundation for Industrial Data Analytics

Chapter 2 Introduction to Data Visualization andChapteraracterization

Chapter 3 Random Vectors and the Multivariate Normal Distribution

Chapter 4 Explaining Covariance Structure: Principal Components

Chapter 5 Linear Model for Numerical and Categorical

Chapter 6 Linear Mixed Effects Model

Part 2 Random Effects Approaches for Diagnosis and Prognosis

Chapter 7 Diagnosis of Variation Source Using PCA

Chapter 8 Diagnosis of Variation Sources Through Random Effects Estimation

Chapter 9 Analysis of System Diagnosability

Chapter 10 Prognosis Through Mixed Effects Models for Longitudinal Data

Chapter 11 Prognosis Using Gaussian Process Model

Chapter 12 Prognosis Through Mixed Effects Models for Time-to-Event Data

Appendix: Basics of Vectors, Matrices, and Linear Vector Space

References

Index

Industrial Data Analytics for Diagnosis and

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    A Hardback by Shiyu Zhou, Yong Chen

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      View other formats and editions of Industrial Data Analytics for Diagnosis and by Shiyu Zhou

      Publisher: John Wiley & Sons Inc
      Publication Date: 24/08/2021
      ISBN13: 9781119666288, 978-1119666288
      ISBN10: 1119666287

      Description

      Book Synopsis

      Discover data analytics methodologies for the diagnosis and prognosis of industrial systems under a unified random effects model

      InIndustrial Data Analytics for Diagnosis and Prognosis -A Random Effects Modelling Approach, distinguished engineers Shiyu Zhou and Yong Chen delivera rigorous and practical introduction to the random effects modeling approach for industrial system diagnosis and prognosis.In the book's two parts, general statistical concepts and useful theory are described and explained, as are industrial diagnosis and prognosis methods. The accomplished authors describe and model fixed effects, random effects, and variation in univariate and multivariate datasetsand cover the application of the random effects approach to diagnosis of variation sources in industrial processes. They offer a detailed performance comparison of different diagnosis methodsbefore moving on to the application of the random effects approach to failure prognosis in indu

      Table of Contents

      Chapter 1 Introduction

      Part 1 Statistical Methods and Foundation for Industrial Data Analytics

      Chapter 2 Introduction to Data Visualization andChapteraracterization

      Chapter 3 Random Vectors and the Multivariate Normal Distribution

      Chapter 4 Explaining Covariance Structure: Principal Components

      Chapter 5 Linear Model for Numerical and Categorical

      Chapter 6 Linear Mixed Effects Model

      Part 2 Random Effects Approaches for Diagnosis and Prognosis

      Chapter 7 Diagnosis of Variation Source Using PCA

      Chapter 8 Diagnosis of Variation Sources Through Random Effects Estimation

      Chapter 9 Analysis of System Diagnosability

      Chapter 10 Prognosis Through Mixed Effects Models for Longitudinal Data

      Chapter 11 Prognosis Using Gaussian Process Model

      Chapter 12 Prognosis Through Mixed Effects Models for Time-to-Event Data

      Appendix: Basics of Vectors, Matrices, and Linear Vector Space

      References

      Index

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