Handbook of Mixture Analysis
Herausgeber: Fruhwirth-Schnatter, Sylvia; Robert, Christian P; Celeux, Gilles
Handbook of Mixture Analysis
Herausgeber: Fruhwirth-Schnatter, Sylvia; Robert, Christian P; Celeux, Gilles
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This handbook is a very timely publication, presenting a broad overview of the methods and applications of this important field of research. It covers a wide array of topics, including the EM algorithm, Bayesian mixture models, model-based clustering, high-dimensional data, hidden Markov models, and applications in finance, geno
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This handbook is a very timely publication, presenting a broad overview of the methods and applications of this important field of research. It covers a wide array of topics, including the EM algorithm, Bayesian mixture models, model-based clustering, high-dimensional data, hidden Markov models, and applications in finance, geno
Produktdetails
- Produktdetails
- Verlag: CRC Press
- Seitenzahl: 524
- Erscheinungstermin: 18. Dezember 2020
- Englisch
- Abmessung: 251mm x 178mm x 41mm
- Gewicht: 1098g
- ISBN-13: 9780367732066
- ISBN-10: 0367732068
- Artikelnr.: 68471483
- Verlag: CRC Press
- Seitenzahl: 524
- Erscheinungstermin: 18. Dezember 2020
- Englisch
- Abmessung: 251mm x 178mm x 41mm
- Gewicht: 1098g
- ISBN-13: 9780367732066
- ISBN-10: 0367732068
- Artikelnr.: 68471483
Sylvia Frühwirth-Schnatter is Professor of Applied Statistics and Econometrics at the Department of Finance, Accounting, and Statistics, Vienna University of Economics and Business, Austria. She has contributed to research in Bayesian modelling and MCMC inference for a broad range of models, including finite mixture and Markov switching models as well as state space models. She is particularly interested in applications of Bayesian inference in economics, finance, and business. She started to work on finite mixture and Markov switching models 20 years ago and has published more than 20 articles in this area in leading journals such as JASA, JCGS, and Journal of Applied Econometrics. Her monograph Finite Mixture and Markov Switching Models (2006) was awarded the Morris-DeGroot Price 2007 by ISBA. In 2014, she was elected Member of the Austrian Academy of Sciences. Gilles Celeux is Director of research emeritus with INRIA Saclay-Île-de-France, France. He has conducted research in statistical learning, model-based clustering and model selection for more than 35 years and he leaded to Inria teams. His first paper on mixture modelling was written in 1981 and he is one of the co-organisators of the summer working group on model-based clustering since 1994. He has published more than 40 papers in international Journals of Statistics and wrote two textbooks in French on Classification. He was Editor-in-Chief of Statistics and Computing between 2006 and 2012 and he is the present Editor-in-Chief of the Journal of the French Statistical Society since 2012. Christian P. Robert is Professor of Mathematics at CEREMADE, Université Paris-Dauphine, PSL Research University, France, and Professor of Statistics at the Department of Statistics, University of Warwick, UK. He has conducted research in Bayesian inference and computational methods covering Monte Carlo, MCMC, and ABC techniques, for more than 30 years, writing The Bayesian Choice (2001) and Monte Carlo Statistical Methods (2004) with George Casella. His first paper on mixture modelling was written in 1989 on radiograph image modelling. His fruitful collaboration with Mike Titterington on this topic spans two enjoyable decades of visits to Glasgow, Scotland. He has organised three conferences on the subject of mixture inference, with the last one at ICMS leading to the edited book Mixtures: Estimation and Applications (2011), co-authored with K. L. Mengersen and D. M. Titterington.
Part I: Methods
1. Introduction to finite mixtures
2. ML based inference
3. Bayesian inference
4. Posterior sampling
5. Selecting the number of components
6. Continuous non-Gaussian mixtures
7. Mixtures for count data
8. EM Algorithms for finite mixtures
9. Infinite mixtures and NP mixtures
10. Bayesian non-parametric mixture models
11. Mixtures of experts
12. Model-based clustering
Part II: Extensions and Applications
13. Hidden Markov models and time series
14. Infinite Hidden Markov Models
15. Spatial mixtures and disease mapping
16. Image analysis and visualisation
17. High-dimensional panel data
18. Applications in Genomics
19. Applications in Medicine
20. Applications in Economics
21. Applications in Finance
22. Applications in Marketing
23. Applications in Industry
24. Applications in Astronomy.
1. Introduction to finite mixtures
2. ML based inference
3. Bayesian inference
4. Posterior sampling
5. Selecting the number of components
6. Continuous non-Gaussian mixtures
7. Mixtures for count data
8. EM Algorithms for finite mixtures
9. Infinite mixtures and NP mixtures
10. Bayesian non-parametric mixture models
11. Mixtures of experts
12. Model-based clustering
Part II: Extensions and Applications
13. Hidden Markov models and time series
14. Infinite Hidden Markov Models
15. Spatial mixtures and disease mapping
16. Image analysis and visualisation
17. High-dimensional panel data
18. Applications in Genomics
19. Applications in Medicine
20. Applications in Economics
21. Applications in Finance
22. Applications in Marketing
23. Applications in Industry
24. Applications in Astronomy.
Part I: Methods
1. Introduction to finite mixtures
2. ML based inference
3. Bayesian inference
4. Posterior sampling
5. Selecting the number of components
6. Continuous non-Gaussian mixtures
7. Mixtures for count data
8. EM Algorithms for finite mixtures
9. Infinite mixtures and NP mixtures
10. Bayesian non-parametric mixture models
11. Mixtures of experts
12. Model-based clustering
Part II: Extensions and Applications
13. Hidden Markov models and time series
14. Infinite Hidden Markov Models
15. Spatial mixtures and disease mapping
16. Image analysis and visualisation
17. High-dimensional panel data
18. Applications in Genomics
19. Applications in Medicine
20. Applications in Economics
21. Applications in Finance
22. Applications in Marketing
23. Applications in Industry
24. Applications in Astronomy.
1. Introduction to finite mixtures
2. ML based inference
3. Bayesian inference
4. Posterior sampling
5. Selecting the number of components
6. Continuous non-Gaussian mixtures
7. Mixtures for count data
8. EM Algorithms for finite mixtures
9. Infinite mixtures and NP mixtures
10. Bayesian non-parametric mixture models
11. Mixtures of experts
12. Model-based clustering
Part II: Extensions and Applications
13. Hidden Markov models and time series
14. Infinite Hidden Markov Models
15. Spatial mixtures and disease mapping
16. Image analysis and visualisation
17. High-dimensional panel data
18. Applications in Genomics
19. Applications in Medicine
20. Applications in Economics
21. Applications in Finance
22. Applications in Marketing
23. Applications in Industry
24. Applications in Astronomy.