[ sulge aken ]
| Elulookirjeldus (CV) | ||
| 1. | Eesnimi | Toomas |
| 2. | Perekonnanimi | Raus |
| 3. | Töökoht | TÜ majandusteaduskond, rahvamajanduse instituut (0.5 kohta) ja TÜ matemaatika-informaatikateaduskond, rakendusmatemaatika instituut (0.5 kohta) |
| 4. | Ametikoht | dotsent (0.5), vanemteadur (0.5) |
| 5. | Sünniaeg | 14.06.1957 (päev.kuu.aasta) |
| 6. | Haridus | Tartu Riiklik Ülikool, 1980, rakendusmatemaatika eriala |
| 7. | Teenistuskäik | 1980-1982 insener, ENSV TA Füüsika Instituut 1982-1992 insener, nooremteadur ja vanemteadur, TRÜ rakendusmatemaatika labor alates 1992 a. dotsent 0,5 TÜ Rahvamajanduse Instituut (ökonomeetria õppetool) ja vanemteadur 0,5 TÜ Rakendusmatemaatika Instituut (arvutusmeetodite õppetool) |
| 8. | Teaduskraad | füüsika-matemaatikateaduste kandidaat |
| 9. | Teaduskraadi välja andnud asutus, aasta |
Sverdloski Matemaatika ja Mehhaanika Instituut, 1990 |
| 10. | Tunnustused | |
| 11. | Teadusorganisatsiooniline ja –administratiivne tegevus |
Eesti Matemaatika Seltsi liige |
| 12. | Juhendamisel kaitstud väitekirjad |
Marit Rõõm, MSc, 2002, juh. Toomas Raus, Raul Eamets. Tööpuudus ja tööjõu mobiilsus Eestis: analüüs kestvusmudelite abil. Tartu Ülikool |
| 13. | Teadustöö põhisuunad | Mittekorrektsed ülesanded, regionaalmajanduse ökonomeetriline modelleerimine |
| 14. | Jooksvad grandid | ETF5785 Regularisatsiooniparameetri valikureeglid mittekorrektsete ülesannete lahendamisel (2004-2007) ETF6475 Regionaalse majandusarengu modelleerimine Euroopa Liidu laienemise kontekstis (2005-2008) |
| 15. | Teaduspublikatsioonid |
U. Hämarik, T. Raus. Choice of the regularization parameter in ill-posed problems with rough estimate of the noise level of data. In: Proceedings of the 7th WSEAS International Conference on Applied Mathematics, Cancun, Mexico, May 11-14, 2005 (ed. M.L.Morales, N.Mastorakis, K.Passadis), WSEAS 2005, pp. 60-65. U. Hämarik, T. Raus. Choice of the regularization parameter in ill-posed problems with rough estimate of the noise level of data. WSEAS Transactions on Mathematics, 2005, 4, 2, 76-81. U. Hämarik, T. Raus. On the choice of the regularization parameter in the case of the approximately given noise level of data. In: 5th International Conference on Inverse Problems in Engineering: Theory and Practice, Cambridge, UK, 11-15th July, 2005 (ed. D. Lesnic), vol. II, H01, pp. 1-10, Leeds University Press, Leeds, 2005 U. Hämarik, T. Raus. On the choice of the regularization parameter for solving self-adjoint ill-posed problems with the approximately given noise level of data. Proc. Estonian Acad. Sci. Phys. Math., 2004, 53, 2, 77-83. . U. Hämarik, T. Raus. On the regularization parameter choice in case of approximately given error bounds of data. In: M. Feistauer, V. Dolej¨i, P. Knobloch, K. Najzar (Eds), Numerical Mathematics and Advanced Applications, Proceedings of ENUMATH2003 the 5th European Conference on Numerical Mathematics and Advanced Applications, Prague, August 2003, pp. 400-409, Springer, Berlin-Heidelberg-New York, 2004. Raus. T., Trasberg, V. Regionaalsed tuluerisused. Kogumik 'Eesti regionaalarengu sotsiaalmajanduslik käsitlus', Tartu Ülikool, Majandusteaduskond, 2003, lk. 283-303. U. Hämarik, T. Raus. On the choice of the stopping index in iteration methods for solving problems with noisy data. In: HERCMA 2001. Proceedings of the Fifth Hellenic-European Conference on Computer Mathematics and its Applications, Athens, Sept. 20-22, 2001, ed. E.A. Lipitakis, vol. 2, LEA Publishers, Athens, 2002, 524-529. Raus T. On the a-posteriori parameter choice for the detetermination of a quasisolution. In: Differential and Integral Equations: Theory and Numerical Analysis, Tartu, 2000, p.81-96 U. Hämarik, T. Raus. On the a posteriori parameter choice in regularization methods. Proc. Estonian Acad. Sci. Phys. Math., 1999, 48, 2, 133-145. M.Hanke, T.Raus. A general heuristic for choosing the regularization parameter in ill-posed problems (kaasautor M.Hanke, Karslruhe), SIAM J. on Scientific Computing, 1996, v.17, 4, 956-972. Raus T. About an a-posteriori parameter choice for the determination of a quasisolution.In: Problems of pure and applied mathematics, Tallinn, 1995, 45-58. Raus T. About regularization parameter choice in case of approximately given errors of data. Acta et Comment. Univ. Tartuensis, 1992, 937, p. 77-89. Raus T. On pseudo-optimal parameter choice in regularization methods. In: Numerical methods and optimization, vol. 3, Tallinn, 1992, p. 53-62. Raus T. On the regularizartion parameter choice for ill-posed problems with a quasisolution. In: Ill-posed problems in natural science (ed. A. N. Tikhonov). Utrecht: VSP/Moscow: TVP, 1992, p. 144-152. Raus T. An a-posteriori choice of the regularization parameter in case of approximately given error bound of data. Acta et Comment. Univ. Tartuensis, 1990, 913, p. 73-87. Raus T. About the choice of parameter for the class of regularization methods in case of random errors. Acta et Comment. Univ. Tartuensis, 1989, 863, p. 86-94 Raus T. About the choice of the regularization parameter in case of random errors of initial data. Acta et Comment. Univ. Tartuensis, 1988, 833, p. 107-122 Raus T. About the discrepancy principle when the level of the error of the data is given approximateley. Acta et Comment. Univ. Tartuensis, 1987, 762, p. 47-58 Raus T. On the discrepancy principle for solution of ill-posed problems with the non-selfadjoint operatores. Acta et Comment. Univ. Tartuensis, 1985, 715, p. 12-20 Raus T. On the discrepancy principle for solution of ill-posed problems. Acta et Comment. Univ. Tartuensis, 1984, 672, p. 16-26 |
viimati muudetud: 29.09.2005
| Curriculum Vitae (CV) | ||
| 1. | First Name | Toomas |
| 2. | Surname | Raus |
| 3. | Institution | Tartu University, Institute of Economics (0.5) and Institute of Applied Mathematics (0.5) |
| 4. | Position | associate professor / senior research fellow |
| 5. | Date of birth | 14.06.1957 (day.month.year) |
| 6. | Education | Tartu State University,1980, applied mathematics |
| 7. | Research and professional experience |
1980-1982 Institute of Physics of Estonian AS, engineer 1982-1992 Labor of Applied Mathematics, Tartu State University, engineer, junior research fellow , research fellow and senior research fellow since 1992 Tartu University, Institute of Economics, associated professor (0,5) and Institute of Applied Mathematics, senior research fellow (0,5) |
| 8. | Academic degree | Ph.D. of Mathematics and Physics |
| 9. | Dates and sites of earning the degrees |
Sverdlovsk Institute of Mathematics and Mechanics, 1990 |
| 10. | Honours/awards | |
| 11. | Research-administrative experience |
member of Estonian Mathematics Society |
| 12. | Supervised dissertations |
Marit Rõõm, MSc, 2002, superv. Toomas Raus, Raul Eamets. Tööpuudus ja tööjõu mobiilsus Eestis: analüüs kestvusmudelite abil. Tartu Ülikool |
| 13. | Current research program | Ill-posed problems, the econometrical modelling of the regional economy |
| 14. | Current grant funding | ETF5785 Choice of the regularization parameter for solving ill-posed problems (2004-2007) ETF6475 Modelling Regional Economic Development in the Context of EU Enlargement (2005-2008) |
| 15. | List of most important publications |
U. Hämarik, T. Raus. Choice of the regularization parameter in ill-posed problems with rough estimate of the noise level of data. In: Proceedings of the 7th WSEAS International Conference on Applied Mathematics, Cancun, Mexico, May 11-14, 2005 (ed. M.L.Morales, N.Mastorakis, K.Passadis), WSEAS 2005, pp. 60-65. U. Hämarik, T. Raus. Choice of the regularization parameter in ill-posed problems with rough estimate of the noise level of data. WSEAS Transactions on Mathematics, 2005, 4, 2, 76-81. U. Hämarik, T. Raus. On the choice of the regularization parameter in the case of the approximately given noise level of data. In: 5th International Conference on Inverse Problems in Engineering: Theory and Practice, Cambridge, UK, 11-15th July, 2005 (ed. D. Lesnic), vol. II, H01, pp. 1-10, Leeds University Press, Leeds, 2005 U. Hämarik, T. Raus. On the choice of the regularization parameter for solving self-adjoint ill-posed problems with the approximately given noise level of data. Proc. Estonian Acad. Sci. Phys. Math., 2004, 53, 2, 77-83. . U. Hämarik, T. Raus. On the regularization parameter choice in case of approximately given error bounds of data. In: M. Feistauer, V. Dolej¨i, P. Knobloch, K. Najzar (Eds), Numerical Mathematics and Advanced Applications, Proceedings of ENUMATH2003 the 5th European Conference on Numerical Mathematics and Advanced Applications, Prague, August 2003, pp. 400-409, Springer, Berlin-Heidelberg-New York, 2004. Raus. T., Trasberg, V. Regionaalsed tuluerisused. Kogumik 'Eesti regionaalarengu sotsiaalmajanduslik käsitlus', Tartu Ülikool, Majandusteaduskond, 2003, lk. 283-303. U. Hämarik, T. Raus. On the choice of the stopping index in iteration methods for solving problems with noisy data. In: HERCMA 2001. Proceedings of the Fifth Hellenic-European Conference on Computer Mathematics and its Applications, Athens, Sept. 20-22, 2001, ed. E.A. Lipitakis, vol. 2, LEA Publishers, Athens, 2002, 524-529. Raus T. On the a-posteriori parameter choice for the detetermination of a quasisolution. In: Differential and Integral Equations: Theory and Numerical Analysis, Tartu, 2000, p.81-96 U. Hämarik, T. Raus. On the a posteriori parameter choice in regularization methods. Proc. Estonian Acad. Sci. Phys. Math., 1999, 48, 2, 133-145. M.Hanke, T.Raus. A general heuristic for choosing the regularization parameter in ill-posed problems (kaasautor M.Hanke, Karslruhe), SIAM J. on Scientific Computing, 1996, v.17, 4, 956-972. Raus T. About an a-posteriori parameter choice for the determination of a quasisolution.In: Problems of pure and applied mathematics, Tallinn, 1995, 45-58. Raus T. About regularization parameter choice in case of approximately given errors of data. Acta et Comment. Univ. Tartuensis, 1992, 937, p. 77-89. Raus T. On pseudo-optimal parameter choice in regularization methods. In: Numerical methods and optimization, vol. 3, Tallinn, 1992, p. 53-62. Raus T. On the regularizartion parameter choice for ill-posed problems with a quasisolution. In: Ill-posed problems in natural science (ed. A. N. Tikhonov). Utrecht: VSP/Moscow: TVP, 1992, p. 144-152. Raus T. An a-posteriori choice of the regularization parameter in case of approximately given error bound of data. Acta et Comment. Univ. Tartuensis, 1990, 913, p. 73-87. Raus T. About the choice of parameter for the class of regularization methods in case of random errors. Acta et Comment. Univ. Tartuensis, 1989, 863, p. 86-94 Raus T. About the choice of the regularization parameter in case of random errors of initial data. Acta et Comment. Univ. Tartuensis, 1988, 833, p. 107-122 Raus T. About the discrepancy principle when the level of the error of the data is given approximateley. Acta et Comment. Univ. Tartuensis, 1987, 762, p. 47-58 Raus T. On the discrepancy principle for solution of ill-posed problems with the non-selfadjoint operatores. Acta et Comment. Univ. Tartuensis, 1985, 715, p. 12-20 Raus T. On the discrepancy principle for solution of ill-posed problems. Acta et Comment. Univ. Tartuensis, 1984, 672, p. 16-26 |
last updated: 29.09.2005
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