Curriculum Vitae of Francesco Bartolucci



Similar documents
Statistics Graduate Courses

Service courses for graduate students in degree programs other than the MS or PhD programs in Biostatistics.

A hidden Markov model for criminal behaviour classification

Statistics in Applications III. Distribution Theory and Inference

How To Understand The Theory Of Probability

Department of Epidemiology and Public Health Miller School of Medicine University of Miami

Learning outcomes. Knowledge and understanding. Competence and skills

STA 4273H: Statistical Machine Learning

STATISTICS COURSES UNDERGRADUATE CERTIFICATE FACULTY. Explanation of Course Numbers. Bachelor's program. Master's programs.

A Composite Likelihood Approach to Analysis of Survey Data with Sampling Weights Incorporated under Two-Level Models

Handling attrition and non-response in longitudinal data

Area 13 - Elenco delle Riviste di Classe A per Settore Concorsuale (AGGIORNATO AL 01/10/2015)

Publication List. Chen Zehua Department of Statistics & Applied Probability National University of Singapore

CLAUDIO ROSSETTI Curriculum Vitæ. Place of birth: Rome, Italy. Date of birth: April 12,

Area 13 - Elenco delle Riviste di Classe A per Settore Concorsuale

THE MULTIVARIATE ANALYSIS RESEARCH GROUP. Carles M Cuadras Departament d Estadística Facultat de Biologia Universitat de Barcelona

Monitoring the Behaviour of Credit Card Holders with Graphical Chain Models

11. Time series and dynamic linear models

Contents. List of Figures. List of Tables. List of Examples. Preface to Volume IV

Area13 Riviste di classe A

Curriculum Vitae Richard A. L. Carter

Master of Science in Statistics

CHAPTER 3 EXAMPLES: REGRESSION AND PATH ANALYSIS

Analysis of Financial Time Series

MS1b Statistical Data Mining

A UNIQUE Ph. D. PROGRAMME IN MONEY AND FINANCE

CHAPTER 9 EXAMPLES: MULTILEVEL MODELING WITH COMPLEX SURVEY DATA

BayesX - Software for Bayesian Inference in Structured Additive Regression

Program description for the Master s Degree Program in Mathematics and Finance

UNDERGRADUATE DEGREE DETAILS : BACHELOR OF SCIENCE WITH

List of Ph.D. Courses

Psychology 209. Longitudinal Data Analysis and Bayesian Extensions Fall 2012

Health Policy and Administration PhD Track in Health Services and Policy Research

Lecture/Recitation Topic SMA 5303 L1 Sampling and statistical distributions

Probability and Statistics

CHAPTER 8 EXAMPLES: MIXTURE MODELING WITH LONGITUDINAL DATA

Principles of Data Mining by Hand&Mannila&Smyth

Statistics Graduate Programs

How To Get A Degree In Economics At The University Of Houston

Data, Measurements, Features

Master of Science in Statistics

NEW ONLINE COMPUTATIONAL FINANCE CERTIFICATE

Master of Science (MS) in Biostatistics Program Director and Academic Advisor:

Hailong Qian. Department of Economics John Cook School of Business Saint Louis University 3674 Lindell Blvd, St. Louis, MO 63108, USA

Master programme in Statistics

Ph.D. Biostatistics Note: All curriculum revisions will be updated immediately on the website

Rebecca Yates Coley, Ph.D.

Least Squares Estimation

Information and Decision Sciences (IDS)

Bayesian networks - Time-series models - Apache Spark & Scala

Government of Russian Federation. Faculty of Computer Science School of Data Analysis and Artificial Intelligence

Regression Modeling Strategies

Department of Psychology

A Bayesian hierarchical surrogate outcome model for multiple sclerosis

How To Understand Multivariate Models

Bayesian Statistics: Indian Buffet Process

Operations Research and Financial Engineering. Courses

The Applied and Computational Mathematics (ACM) Program at The Johns Hopkins University (JHU) is

QUALITY ENGINEERING PROGRAM

Davide Delle Monache

Module 223 Major A: Concepts, methods and design in Epidemiology

Bayesian Machine Learning (ML): Modeling And Inference in Big Data. Zhuhua Cai Google, Rice University

Linda K. Muthén Bengt Muthén. Copyright 2008 Muthén & Muthén Table Of Contents

COURSE PLAN BDA: Biomedical Data Analysis Master in Bioinformatics for Health Sciences Academic Year Qualification.

Master of Mathematical Finance: Course Descriptions

Total Credits: 32 credits are required for master s program graduates and 53 credits for undergraduate program.

Total Credits: 30 credits are required for master s program graduates and 51 credits for undergraduate program.

Curriculum Vitae. Personal Details. Education. Qualifications. Professor Andrew Mountford. Nationality

Executive Program in Managing Business Decisions: A Quantitative Approach ( EPMBD) Batch 03

1985: Visiting scholar, University of Virginia, Department of Economics, 1986: Visiting research fellow, Glasgow University, Department of Economics.

Curriculum - Doctor of Philosophy

Curriculum Doctoral Program in Business Administration Curriculum Amended in Academic Year 2004

Efficient and Practical Econometric Methods for the SLID, NLSCY, NPHS

15 Ordinal longitudinal data analysis

Sample Size Designs to Assess Controls

Rita Laura D Ecclesia : Curriculum Vitae

PROPOSAL FOR A GRADUATE CERTIFICATE IN SOCIAL SCIENCE METHODOLOGY

TEACHING OF STATISTICS IN KENYA. John W. Odhiambo University of Nairobi Nairobi

Generalized Linear Mixed Models via Monte Carlo Likelihood Approximation Short Title: Monte Carlo Likelihood Approximation

KARIM CHALAK PERSONAL. Born: March 1982 Webpage: Phone:

How To Understand And Understand Finance

DEPARTMENT OF BANKING AND FINANCE

CSCI-599 DATA MINING AND STATISTICAL INFERENCE

Pharmacoeconomic, Epidemiology, and Pharmaceutical Policy and Outcomes Research (PEPPOR) Graduate Program


M.Sc. Health Economics and Health Care Management

INTERNATIONAL DOCTORAL PROGRAM IN ECONOMICS CALL FOR APPLICATIONS Art. 1 (International Doctoral Program in Economics)

Davide Delle Monache

MEU. INSTITUTE OF HEALTH SCIENCES COURSE SYLLABUS. Biostatistics

Statistics & Probability PhD Research. 15th November 2014

Business Intelligence. Data Mining and Optimization for Decision Making

Tutorial on Markov Chain Monte Carlo

Transcription:

Curriculum Vitae of Francesco Bartolucci Department of Economics, Finance and Statistics University of Perugia Via A. Pascoli, 20 06123 Perugia (IT) email: bart@stat.unipg.it http://www.stat.unipg.it/bartolucci tel. +39 075 5855227 Francesco Bartolucci was born on July 6, 1972. In 1995, he graduated in Economics from the University of Perugia, where he subsequently earned a Doctorate in Statistical and Mathematical Methods for the Economic and Social Research in 1999. Since November 2007 he is a Full Professor of Statistics in the Faculty of Economics at the University of Perugia (title of Full Professor acquired in February 2005), where he teaches a basic course of Statistics for undergraduate students and an advanced course on regression methods for graduate students. He is a member of the Academic Board of the PhD program in Mathematical and Statistical Methods for the Economic and Social Sciences at the University of Perugia (Department of Economics, Finance, and Statistics), that he coordinated from November 2007 to July 2012. He is also a member of the Academic Board of the PhD program in Econometrics and Empirical Economics at the University of Rome Tor Vergata (coordinated by Prof. Peracchi). He has taught several courses of Statistics, on generalized linear models, latent variable models, and analysis of longitudinal data, to students enrolled in these PhD programs and to those enrolled in the teaching programs for graduate students of the Einaudi Institute for Economics and Finance (Rome). He is a member of the Group of Evaluation Experts (GEV) that manages the Evaluation of the Quality of Research (VQR), for the period 2004-2010, within the ANVUR institution for the subjects of Economics and Statistics. He is also a member of the Committee of Evaluation of the University of Perugia. He is the Principal Investigator of the research grant about Mixture and latent variable models for causal inference and analysis of socio-economic data, which is funded by the Italian Government (FIRB 2012 Futuro in ricerca ). Previously, he was an Assistant Professor of Statistics in the Faculty of Political Sciences at the University of Perugia (from September 2001 to September 2002), Associate Professor of Statistics in the Faculty of Economics at the University of Urbino (from October 2002 to October 2005) and in the Faculty of Economics at the University of Perugia (from November 2005 to October 2007). In 1997, Francesco Bartolucci was a visiting student at the University of Sheffield and in 2000 he was a visiting scholar at the Penn State University (invited by Prof. B.G. Lindsay), where he also taught a course on Regression Methods for graduate students. From December 1998 to August 2001 he was a Research Assistant in the Department of Statistics at the

University of Perugia within the research project on Graphical models with latent variables and stochastic ordering constraints. Francesco Bartolucci's primary research interests are on: Ø longitudinal data analysis; Ø mixture and latent variable models; Ø marginal models for categorical data; Ø optimization and Markov chain Monte Carlo algorithms. He has introduced several methodological advances on these topics, which have been published in top international Statistical and Econometric journals (Annals of Statistics, Journal of the American Statistical Association, Biometrika, Journal of the Royal Statistical Society - series B, Econometrica) and presented at many international conferences, often in the form of invited talks. The results of this research activity have been also presented within many seminars held in several Italian and foreign Universities. The methodological advances have been carried out together with the development of relevant applications concerning labor market, education, health, and criminal data, often with a perspective of causal analysis and evaluation of policies and treatments. He is developing this research activity jointly with many younger researchers. The opportunity to collaborate with younger researchers is due in part to his role as Coordinator of a PhD program at the University of Perugia and to his membership to the Academic Board of the PhD program at the University of Rome Tor Vergata (see PhD programs mentioned above). Reflective of the high standard of his research, Francesco Bartolucci is frequently called upon to serve as a Referee for the top international journals of Statistics. In addition, he serves as an Associate Editor of Statistical Modelling and Metron. He also served as a Reviewer for the Committee for the Evaluation of Research (CIVR) for research products published in the period 2001-03. Moreover, he participated in many research projects, including the following PRIN grants funded by the Italian Government: Ø PRIN 2002: Statistical model for stochastic orderings with social and health applications (coordinator Prof. A. Forcina); Ø PRIN 2003: Inference under uncertainty conditions on the model, with specific applications (coordinator Prof. W. Racugno); Ø PRIN 2005: Marginal models for categorical variables with applications to causal analysis (coordinator Prof. G. Consonni); Ø PRIN 2007: Graphical models, latent class models, and models for longitudinal data: methodological developments and applications in education and health (coordinator Prof. G. Consonni). He was the Principal Investigator of the research project Advances in nonlinear panel models with socio-economic applications founded by the Einaudi Institute for Economics and Finance (Rome) for the year 2009-2011. He also participated in other applied research projects involving longitudinal data analysis and latent variable models; among these projects, two (about social themes) have been recently funded by the Region of Umbria and one (about the labor market) has been funded by the Lombardy Region.

He participated to the organization of the following conferences: Ø Statistical Latent Variables Models in the Health Sciences, Perugia (IT), September 2006 (member of the local committee); Ø International Workshop on Statistical Modelling, Barcelona, July 2007 (member of the scientific committee); Ø Classification and Data Analysis (CLADAG) 2008, Caserta (IT), June 2008 (member of the scientific committee); Ø Fourth Italian Congress of Econometrics and Empirical Economics, Pisa (IT), January 2011 (member of the program committee); Ø Patient Reported Outcomes and Quality of Life, Paris, July 2011 (member of the scientific committee); Ø Italian Congress of Econometrics and Empirical Economics, Genova, January 2013. Moreover, he organized and chaired several scientific sessions in international conferences. February 3 rd, 2014

Books Main publications of Francesco Bartolucci 1. Bartolucci, F., Farcomeni, A. and Pennoni, F. (2013), Latent Markov Models for Longitudinal Data, Chapman and Hall/CRC press. Articles in ISI journals 1. Bartolucci, F. and Farcomeni, A. (2014), Information matrix for hidden Markov models with covariates, Statistics and Computing, in press. 2. Bartolucci, F. and Pandolfi, S (2014), A new constant memory recursion for hidden Markov models, Journal of Computational Biology, 21, pp. 99-117. 3. Bartolucci, F. and Pandolfi, S (2014), Comment on On the memory complexity of the forward-backward, Pattern Recognition Letters, 38, pp. 15-19. 4. Pandolfi, S., Bartolucci, F. and Friel, N. (2014), A generalized Multiple-try Metropolis version of the Reversible Jump algorithm, Computational Statistics and Data Analysis, 72, 298 314. 5. Bartolucci, F., Bacci, S. and Gnaldi, M. (2014), MultiLCIRT: An R package for multidimensional latent class item response models, Computational Statistics and Data Analysis, 71, pp. 971-985. 6. Bacci, S. and Bartolucci, F. (2014), Mixtures of equispaced normal distributions and their use for testing symmetry with univariate data, Computational Statistics and Data Analysis, 71, pp. 262-272. 7. Bacci, S., Bartolucci, F., Gnaldi, M. (2013), A class of Multidimensional Latent Class IRT models for ordinal polytomous item responses, Communication in Statistics - Theory and Methods, in press. 8. Bartolucci, F., Bacci, S. and Pennoni, F. (2013), Longitudinal analysis of the self-reported health status by mixture latent autoregressive models, Journal of the Royal Statistical Society - series C, in press. 9. Bartolucci, F. and Farcomeni, A. (2013), Causal inference in paired two-arm experimental studies under non-compliance with application to prognosis of myocardial infarction, Statistics in Medicine, 25, pp. 4348-4366. 10. Bartolucci, F., Montanari, G.E., S. Pandolfi (2012), Dimensionality of the latent structure and item selection via latent class multidimensional IRT models, Psychometrika, 77, pp. 782-802. 11. Bartolucci, F. (2012), On a possible decomposition of the h-index, letter to the Editor of the Journal of the American Society for Information Science and Technology, 63, pp. 2126-212. 12. Bartolucci, F., Scaccia, L. and Farcomeni, A. (2012), Bayesian inference through encompassing priors and importance sampling for a class of marginal models for categorical data, Computational Statistics and Data Analysis, 56, pp. 4067-4080. 13. Bartolucci, F. and Nigro, V. (2012), Pseudo conditional maximum likelihood estimation of the dynamic logit model for binary panel data, Journal of Econometrics, 170, pp. 102-116.

14. Chiavarini, M., Bartolucci, F., Gili, A., Pieroni, L., Minelli, L. (2012), Effects of Individual and Social Factors on Preterm Birth and Low Birth Weight: empirical evidence from regional data in Italy, International Journal of Public Health, 57, pp. 261-268. 15. Bartolucci, F. and Grilli, L. (2011), Modelling partial compliance through copulas in a principal stratification framework, Journal of the American Statistical Association, 106, pp. 469-479. 16. Bartolucci, F., Pennoni, F. and Vittadini, G. (2011), Assessment of school performance through a multilevel latent Markov Rasch model, Journal of Educational and Behavioral Statistics, 36, 491-522. 17. Bartolucci, F. and Solis-Trapala, I. (2010), Multidimensional latent Markov models in a developmental study of inhibitory control and attentional flexibility in early childhood, Psychometrika, 75, pp. 725-743. 18. Bartolucci, F. (2010), On the conditional logistic estimator in twoarm experimental studies with non-compliance and before-after binary outcomes, Statistics in Medicine, 29, pp. 1411-1429. 19. Bartolucci, F. and Nigro, V. (2010), A Dynamic Model for Binary Panel Data with Unobserved Heterogeneity Admitting a root-n Consistent Conditional Estimator, Econometrica, 78, pp. 719-733. 20. Bartolucci, F. and Farcomeni, A. (2010), A Note on the Mixture Transition Distribution and Hidden Markov Models, Journal of Time Series Analysis, 31, pp. 132-138. 21. Bartolucci, F. and Farcomeni, A. (2009), A multivariate extension of the dynamic logit model for longitudinal data based on a latent Markov heterogeneity structure, Journal of the American Statistical Association, 104, pp. 816-831. 22. Bartolucci, F., Lupparelli, M. and Montanari, G. E. (2009), Latent Markov model for longitudinal binary data: an application to the performance evaluation of nursing homes, Annals of Applied Statistics, 3, pp. 611-636. 23. Bartolucci, F. and Lupparelli, M. (2008), Focused information criterion for capture-recapture models for closed populations, Scandinavian Journal of Statistics, 35, pp. 629-649. 24. Bartolucci, F. and Pennoni, F. (2007), On the approximation of the quadratic exponential distribution in a latent variable context, Biometrika, 94, pp. 745-754. 25. Bartolucci, F. (2007), A class of multidimensional IRT models for testing unidimensionality and clustering items, Psychometrika, 72, 141-157. 26. Bartolucci, F. and Pennoni, F. (2007), A class of latent Markov models for capture-recapture data allowing for time, heterogeneity and behavior effects, Biometrics, 63, pp. 568-578. 27. Bartolucci, F., Colombi, R. and Forcina, A. (2007), An extended class of marginal link functions for modelling contingency tables by equality and inequality constraints, Statistica Sinica, 17, pp. 691-711.

28. Bartolucci, F. and Nigro, V. (2007), Maximum likelihood estimation of an extended latent Markov model for clustered binary panel data, Computational Statistics and data analisys, 51, pp. 3470-3483. 29. Bartolucci, F. (2007), A penalized version of the empirical likelihood ratio for the population mean, Statistics and Probability Letters, 77, pp. 104-110. 30. Bartolucci, F., Pennoni, F. and Francis, B. (2007), A latent Markov model for detecting patterns of criminal activity, Journal of the Royal Statistical Society, series A, 170, pp. 115 132. 31. Bartolucci, F. and Forcina, A. (2006), A class of latent marginal models for capture-recapture data with continuous covariates, Journal of the American Statistical Association, 101, pp. 786-794. 32. Bartolucci, F. (2006), Likelihood inference for a class of latent Markov models under linear hypotheses on the transition probabilities, Journal of the Royal Statistical Society, series B, 68, pp. 155-178. 33. Bartolucci, F., Scaccia, L. and Mira, A. (2006), Efficient Bayes factor estimation from the Reversible Jump output, Biometrika, 93, pp. 41-52. 34. Bartolucci, F. and Montanari, G. E. (2006), A new class of unbiased estimators for the variance of the systematic sample mean, Journal of Statistical Planning and Inference, 136, pp. 1512-1525. 35. Bartolucci, F. (2005), Clustering univariate observations via mixtures of unimodal normal mixtures, Journal of Classification, 22, pp. 203-219. 36. Bartolucci, F. and Forcina, A. (2005), Likelihood inference on the underlying structure of IRT models, Psychometrika, 70, p. 31-43. 37. Bartolucci, F. and Scaccia, L. (2005), The use of mixtures for dealing with non-normal regression errors, Computational Statistics and Data Analysis, 48, pp. 821-834. 38. Forcina, A. and Bartolucci, F. (2004), Modelling quality of life variables with non-parametric mixtures, Environmetrics, 15, pp. 519-528. 39. Bartolucci, F. and Scaccia, L. (2004), Testing for positive association in contingency tables with fixed margins, Computational statistics and Data Analysis, 47, pp. 195-210. 40. Bartolucci, F. and De Luca, G. (2003), Likelihood-based inference for asymmetric stochastic volatility models, Computational Statistical and Data Analysis, 42, pp. 445-449. 41. Bartolucci, F. and Forcina, A. (2002), Extended RC association models allowing for order restrictions and marginal modelling, Journal of the American Statistical Association, 97, pp. 1192-1199. 42. Bartolucci, F. and Besag, J. (2002), A recursive algorithm for Markov random fields, Biometrika, 89, pp. 724-730. 43. Bartolucci, F., Forcina, A. and Dardanoni, V. (2001), Positive Quadrant Dependence and Marginal Modelling in two-way tables with ordered margins, Journal of the American Statistical Association, 96, pp. 1497-1505.

44. Bartolucci, F. and Forcina A. (2001), Analysis of capture-recapture data with a Rasch-type model allowing for conditional dependence and multidimensionality, Biometrics, 57, pp. 714-719. 45. Bartolucci, F. and De Luca, G. (2001), Maximum likelihood estimation for a latent variable time series model, Applied Stochastic Models for Business and Industry, 17, pp. 5-17. 46. Bartolucci, F. (2001), Developments of the Markov chain approach within the distribution theory of runs, Computational Statistics and Data Analysis, 36, pp. 107-118. 47. Bartolucci, F. and Forcina A. (2000), A likelihood ratio test for MTP 2 within binary variables, The Annals of Statistics, 28, pp. 1206-1218. Chapters in international books and articles in non-isi journals 1. Bartolucci, F. (2013), Modeling Longitudinal Data by Latent Markov Models with Application to Educational and Psychological Measurement, in Analysis and Modeling of Complex Data in Behavioural and Social Sciences, D. Vicari, A. Okada, G. Ragozini, C. Weihs (Eds.), Springer, in press. 2. Bacci, S., Bartolucci, F. (2012), A multidimensional latent class Rasch model for the assessment of the Health-related Quality of Life, in K. B. Christensen, M. Mesbah, and S. Kreiner (Eds.), Rasch models for Health Sciences. 3. Bartolucci, F. and Pennoni F. (2011), Impact evaluation of job training programs by a latent variable model, In: Ingrassia S., Rocci R., Vichi M. (Editors), New Perspectives in Statistical Modeling and Data Analysis, Springer, pp. 65-73. 4. Pandolfi, S., Bartolucci, F. and Friel, N. (2010), A generalization of the Multiple-try Metropolis algorithm for Bayesian estimation and model selection, Journal of Machine Learning Research Workshop and Conference Proceedings, Volume 9: AISTATS 2010, pp. 581-588. 5. Bartolucci, F. and Scrucca, L. (2010), Point Estimation Methods with Applications to Item Response Theory Models, In: B. McGaw, E. Baker and P. P. Peterson (Editors), International Encyclopedia of Education, 3rd Edition, Elsevier, 7, pp. 366-373. 6. Bartolucci, F., Pennoni, F. and Lupparelli, M. (2008), Likelihood inference for the latent Markov Rasch model, in C. Huber, N. Limnios, M. Mesbah, M. Nikulin (Eds.), Mathematical Methods for Survival Analysis, Reliability and Quality of Life, Wiley, pp. 239-254. 7. Scaccia, L. and Bartolucci, F. (2005), A Hierarchical Mixture Model for Gene Expression Data, New Developments in Classification and Data Analysis, (editors: M. Vichi, P. Monari, S. Mignani and A. Montanari), Springer, pp. 267-274 (Extended version of the paper presented at CLADAG 2003).

8. Bartolucci, F., Mira, L. and Scaccia, L. (2003), Answering two biological questions with a latent class model via MCMC applied to capture-recapture data, in Applied Bayesian Statistical Studies in Biology and Medicine, (editors: M. Di Bacco, G. D'Amore and F. Scalfari), Kluwer Academic Publishers, pp. 7-23. 9. Bartolucci, F. and De Luca, G. (2002), Estimation of stochastic volatility models, in Computational Methods in Decision-Making, Economics and Finance (editors: E.J. Kontoghiorghes, B. Rustem and S. Siokos Editors), Kluwer Academic Publishers, pp. 541-556.