[ sulge aken ]

Elulookirjeldus (CV)
1.Eesnimi Tatjana
2.Perekonnanimi Nahtman
3.Töökoht Matemaatilise statistika instituut, Tartu Ülikool
4.Ametikoht teadur
5.Sünniaeg 03.09.1972 (päev.kuu.aasta)
6.Haridus 1996-2001 Ph.D., matemaatiline statistika, Tartu Ülikool
1993-1994 MSc, biostatistika, Limburgs Universitair, Centrum, Belgia
1989-1994 BSc, matemaatiline statistika, Tartu Ülikool
7.Teenistuskäik 1995 - 1996 direktoriabi, AS Narva Kaubamaja, Narva, Eesti.
1996 - 1997 spetsialist, Välissuhete osakond, Narva Linnavalitsus, Eesti.
1997 - 2001 pearaamatupidaja, AS Narva Kaubamaja, Narva, Eesti.
Alates 2001 teadur, Matemaatilise statistika instituut, Tartu Ülikool, Eesti.
8.Teaduskraad Ph.D., matemaatiline statistika
9.Teaduskraadi välja
andnud asutus, aasta
Tartu Ülikool; 2004
10.Tunnustused
11.Teadusorganisatsiooniline
ja –administratiivne
tegevus
1. Eesti Statistika Seltsi liige
2. Rahvusvahelise Biomeetria Seltsi liige

3. Math. Reviews retsensent
4. Rahvusvahelise konverentsi "The 7th Tartu Conference on Multivariate Statistics", Tartu, 2003, kohaliku organisatsioonikomitee liige.
5. Rahvusvahelise konverentsi "International Workshop on Matrices in Statistics", Uppsala, Sweden, 2006, organisatsioonikomitee liige.
12.Juhendamisel kaitstud
väitekirjad
13.Teadustöö põhisuunad Erikovariatsioonistruktuuriga lineaarsed segamudelid, kordusmõõtmised, üldistatud lineaarsed segamudelid, mitmemõõtmeline analüüs
14.Jooksvad grandid
15.Teaduspublikatsioonid

Möls, T., Nahtman, T. Reparameterization and invariant covariance matrices of factors in linear models. Acta Comment. Univ. Tartu. Math., 8 (2005), 201-212.

Nahtman, T. Permutation invariance and reparameterizations in linear models. Dissertation, University of Tartu, Tartu, 2004. Dissertationes Mathematicae Universitatis Tartuensis, 35. Tartu University Press, Tartu, 2004. 89 pp.

Nahtman, T., von Rosen, D., Sinha, B. K. Aspects of estimating inter subject variability with a constant intra coefficient of variation in repeated measurements. Calcutta Statist. Assoc. Bull. 55 (2004), 217-218, 15-27.

Nahtman, T., Möls, T. Characterization of fixed effects as special case of generalized random effects. Probastat '02. Part I. Tatra Mt. Math. Publ., 26 (2003), part I, 169-174.

Nahtman, T. Reparameterization of second-order interaction effects through the covariance matrix. Acta Comment. Univ. Tartu. Math., 6 (2002), 51-57.

viimati muudetud: 22.09.2005

Curriculum Vitae (CV)
1.First Name Tatjana
2.Surname Nahtman
3.Institution Institute of Mathematical Statistics, University of Tartu
4.Position researcher
5.Date of birth 03.09.1972 (day.month.year)
6.Education 1996-2001 Ph.D. in Mathematical Statistics, University of Tartu, Estonia
1993-1994 MSc in Biostatistics, Limburgs Universitair, Centrum, Belgium
1989-1994 BSc in Mathematical Statistics, University of Tartu, Estonia
7.Research and
professional experience
1995 - 1996 assistant director, AS Narva Kaubamaja, Narva, Estonia.
1996 - 1997 specialist, Department of Foreign Relations, Municipality of Narva, Estonia.
1997 - 2001 chief accountant, AS Narva Kaubamaja, Narva, Estonia.
Since 2001 researcher, Institute of Mathematical Statistics, University of Tartu, Estonia.
8.Academic degree Ph.D. in Mathematical Statistics
9.Dates and sites of
earning the degrees
University of Tartu, Estonia; 2004
10.Honours/awards
11.Research-administrative
experience
Member of Estonian Statistical Society
Member of International Biometric Society

PROFESSIONAL SERVICE:

- Reviewer of Math. Reviews
- Member of a local organizing committee of "The 7th Tartu Conference on Multivariate Statistics", Tartu, 2003.
- Member of organizing committee of International Workshop on Matrices in Statistics 2006, which will take place in Uppsala, Sweden.
12.Supervised dissertations
13.Current research program Mixed linear models with patterned covariance structures, repeated measurements in longitudinal studies, generalized linear mixed models, multivariate analysis
14.Current grant funding
15.List of most important publications

Möls, T., Nahtman, T. Reparameterization and invariant covariance matrices of factors in linear models. Acta Comment. Univ. Tartu. Math., 8 (2005), 201-212.

Nahtman, T. Permutation invariance and reparameterizations in linear models. Dissertation, University of Tartu, Tartu, 2004. Dissertationes Mathematicae Universitatis Tartuensis, 35. Tartu University Press, Tartu, 2004. 89 pp.

Nahtman, T., von Rosen, D., Sinha, B. K. Aspects of estimating inter subject variability with a constant intra coefficient of variation in repeated measurements. Calcutta Statist. Assoc. Bull. 55 (2004), 217-218, 15-27.

Nahtman, T., Möls, T. Characterization of fixed effects as special case of generalized random effects. Probastat '02. Part I. Tatra Mt. Math. Publ., 26 (2003), part I, 169-174.

Nahtman, T. Reparameterization of second-order interaction effects through the covariance matrix. Acta Comment. Univ. Tartu. Math., 6 (2002), 51-57.

last updated: 22.09.2005

[ sulge aken ]