[ sulge aken ]
| Elulookirjeldus (CV) | ||
| 1. | Eesnimi | Meelis |
| 2. | Perekonnanimi | Käärik |
| 3. | Töökoht | Tartu Ülikool, matemaatilise statistika instituut |
| 4. | Ametikoht | teadur |
| 5. | Sünniaeg | 03.11.1976 (päev.kuu.aasta) |
| 6. | Haridus | Kõrgem 1994 - 1998 : bakalaureuseõpe, TÜ matemaatikateaduskond, BSc matemaatilise statistika erialal (cum laude) 1998 - 2000 : magistriõpe, TÜ matemaatikateaduskond, MSc matemaatilise statistika erialal 2000 - 2005 : doktoriõpe, TÜ matemaatika-informaatikateaduskond, PhD matemaatilise statistika erialal |
| 7. | Teenistuskäik | 1995-2004 : arvutivõrgu administraator, Tartu Ülikooli matemaatilise statistika instituut 2000-2003 : projektijuht, AS Resta 2004-... : teadur, Tartu Ülikooli matemaatilise statistika instituut |
| 8. | Teaduskraad | PhD matemaatilise statistika erialal MSc matemaatilise statistika erialal |
| 9. | Teaduskraadi välja andnud asutus, aasta |
Tartu Ülikool, 2005 Tartu Ülikool, 2000 |
| 10. | Tunnustused | |
| 11. | Teadusorganisatsiooniline ja –administratiivne tegevus |
Konverentside korraldamine (kohaliku organiseerimiskomitee liikmena): The 7th Tartu Conference on Multivariate Statistics, August 7–12, 2003, Tartu (Satellite Meeting of the 54th Biennial Session of the International Statistical Institute in Berlin) |
| 12. | Juhendamisel kaitstud väitekirjad |
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| 13. | Teadustöö põhisuunad | tõenäosusjaotuste lähendamine |
| 14. | Jooksvad grandid | |
| 15. | Teaduspublikatsioonid |
Käärik, M. (2005). Fitting Sets to Probability Distributions. Doctoral Dissertation. Tartu University Press, Tartu. Käärik, M., Pärna, K. (2004). Fitting parametric sets to probability distributions. Acta et Commentationes Universitatis Tartuensis de Mathematica. Vol 8, 101--112. Käärik, M., Pärna, K. (2003) Approximation of distributions by parametric sets. Acta Applicandae Mathematicae, 78, 175--183. Käärik, M. (2000) Approximation of distributions by sphere. Multivariate Statistics. New Trends in Probability and Statistics. Volume 5. VSP/TEV, Vilnius-Utrecht-Tokyo, 61--66. |
viimati muudetud: 06.10.2005
| Curriculum Vitae (CV) | ||
| 1. | First Name | Meelis |
| 2. | Surname | Käärik |
| 3. | Institution | University of Tartu, Institute of Mathematical Statistics |
| 4. | Position | researcher |
| 5. | Date of birth | 03.11.1976 (day.month.year) |
| 6. | Education | Higher 1994 - 1998 : Faculty of Mathematics, University of Tartu, BSc in mathematical statistics (cum laude) 1998 - 2000 : Faculty of Mathematics, University of Tartu, MSc in mathematical statistics 2000 - 2005 : Faculty of Mathematics and Computer Science, University of Tartu, PhD in mathematical statistics |
| 7. | Research and professional experience |
1995-2004 : Computer Administrator, University of Tartu, Institute of Mathematical Statistics 2000-2003 : Project Manager, Resta Ltd. 2004-... : Researcher, University of Tartu, Institute of Mathematical Statistics |
| 8. | Academic degree | PhD in mathematical statistics MSc in mathematical statistics |
| 9. | Dates and sites of earning the degrees |
University of Tartu, 2005 University of Tartu, 2000 |
| 10. | Honours/awards | |
| 11. | Research-administrative experience |
Organizing conferences (as a member of organizing committee): The 7th Tartu Conference on Multivariate Statistics, August 7–12, 2003, Tartu (Satellite Meeting of the 54th Biennial Session of the International Statistical Institute in Berlin) |
| 12. | Supervised dissertations | |
| 13. | Current research program | approximation of probability distributions |
| 14. | Current grant funding | |
| 15. | List of most important publications |
Käärik, M. (2005). Fitting Sets to Probability Distributions. Doctoral Dissertation. Tartu University Press, Tartu. Käärik, M., Pärna, K. (2004). Fitting parametric sets to probability distributions. Acta et Commentationes Universitatis Tartuensis de Mathematica. Vol 8, 101--112. Käärik, M., Pärna, K. (2003) Approximation of distributions by parametric sets. Acta Applicandae Mathematicae, 78, 175--183. Käärik, M. (2000) Approximation of distributions by sphere. Multivariate Statistics. New Trends in Probability and Statistics. Volume 5. VSP/TEV, Vilnius-Utrecht-Tokyo, 61--66. |
last updated: 06.10.2005
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