ERIS - Eesti teadus- ja arendustegevuse infosüsteem

Elulookirjeldus (CV)
1.	Eesnimi	Urve
2.	Perekonnanimi	Kangro
3.	Töökoht	Tartu Ülikool, Matemaatika-informaatika teaduskond
4.	Ametikoht	vanemteadur
5.	Sünniaeg	12.06.1965 (päev.kuu.aasta)
6.	Haridus	Tartu Ülikool, diplom rakendusmatemaatikas 1989 Carnegie Mellon University, Pittsburgh, PA, USA, Ph.D. matemaatikas 1997
7.	Teenistuskäik	1984-1986 Tartu Ülikooli eksperimentaalfüüsika kateedri laborant(1/2 kohta), 1988-1989 Eesti TA Küberneetika Instituudi insener (1/2 kohta), 1989-1991 Eesti TA Küberneetika Instituudi matemaatik, 1991-1992 Tartu Ülikooli matemaatikateaduskonna nooremteadur, 1993-1994 Carnegie Mellon University (USA), Teaching Assistant, 1994-1997 Carnegie Mellon University (USA), Research Assistant, 1997-2005 Tartu Ülikooli Puhta Matemaatika Instituudi lektor ja vanemteadur
8.	Teaduskraad	Ph.D. matemaatikas
9.	Teaduskraadi välja andnud asutus, aasta	Carnegie Mellon University, Pittsburgh, PA, USA, 1997
10.	Tunnustused	Eesti Matemaatika Seltsi A. Humala nimelise preemia laureaat 1998
11.	Teadusorganisatsiooniline ja –administratiivne tegevus	ETF grandi nr. 3295 hoidja 1998-2000 EV Haridusministeeriumi järeldoktori sihtfinantseerimine 1998-2000 ETF grandi nr. 5221 hoidja 2002-2005
12.	Juhendamisel kaitstud väitekirjad
13.	Teadustöö põhisuunad	Diferentsiaal- ja integraalvõrrandid ning nende lahendusmeetodid, eriti elektromagnetväljade hajumine ülesanded
14.	Jooksvad grandid	ETF grant nr. 5221 "Akustika ja elektromagnetismi võrrandite lahendite omadused ja ligikaudne arvutamine"
15.	Teaduspublikatsioonid	R. Kangro, U. Kangro, R.A. Nicolaides, Extendability of Solutions of Helmholtz's Equation to the Interior of a Two Dimensional Scatterer, Quarterly of Applied Math. 58, 3 (2000), 591-600. R. Kangro, U. Kangro, Function spaces related to the divergence and curl operators. Differential and Integral Equations: Theory and Numerical Analysis, Estonian Mathematical Society, Tartu 1999, 53-64 U. Kangro, Asymptotic behavior of solutions of periodic scattering problems in electromagnetics, Differential and Integral Equations: Theory and Numerical Analysis, Estonian Mathematical Society, Tartu 1999, 31-52 U. Kangro, R.A. Nicolaides, Divergence Boundary Condition for Vector Helmholtz Equation with Divergence Constraint. Math. Modeling Num. Anal. 33, 3 (1999), 479-492 U. Kangro, R.A. Nicolaides, A Note on the Use of Divergence Boundary Conditions in CEM. In: Computational Electromagnetics and Its Applications, Kluwer Academic Publishers, 1997, 185-188 U. Kangro, R.A. Nicolaides, Asymptotic Behavior of Solutions of Two-Dimensional Periodic Scattering Problems in Electromagnetics. SIAM J. Math. Anal. 28, 6 (1997), 1406-1419 U. Kangro, R.A. Nicolaides, Spurious Fields in Time Domain Computations of Scattering Problems. IEEE Trans. Ant. Prop. 45, 2 (1997), 228-234. U. Kangro, The Smoothness of the Solution to a Two-Dimensional Integral Equation with Logarithmic Kernel. Zeitschrift Anal. und Anwend. Vol. 12 (1993), 305-318 U. Kangro, Bilinear Spline Collocation Method for Solving Two-dimensional Integral Equation with Logarithmic Kernel. Acta et Comm. Univ. Tartuensis 913 (1990), 18-23 (in Russian) U. Kangro, On the Smoothness of the Solution to a Two-Dimensional Integral Equation with Logarithmic Kernel. Proc. Eston. Acad. Sci., Phys. Math., 39 (1990), 196-204 (in Russian)

viimati muudetud: 26.09.2005

Curriculum Vitae (CV)
1.	First Name	Urve
2.	Surname	Kangro
3.	Institution	University of Tartu, Dept. of Mathematics and Computer Science
4.	Position	senior researcher
5.	Date of birth	12.06.1965 (day.month.year)
6.	Education	University of Tartu, Diploma in applied mathematics 1989 Carnegie Mellon University, Pittsburgh, PA, USA, Ph.D. in mathematics 1997
7.	Research and professional experience	1984-1986 University of Tartu, Chair of experimental physics, laboratory assistant (half-time), 1988-1989 Estonian Academy of Sciences, Institute of Cybernetics, engineer (half-time) 1989-1991 Estonian Academy of Sciences, Institute of Cybernetics, mathematician 1991-1992 University of Tartu, Dept. of Mathematics, junior researcher 1993-1994 Carnegie Mellon University (USA), Teaching Assistant, 1994-1997 Carnegie Mellon University (USA), Research Assistant, 1997-2005 University of Tartu, Institute of Pure Mathematics, lecturer and senior researcher
8.	Academic degree	Ph.D. in mathematics
9.	Dates and sites of earning the degrees	Carnegie Mellon University, Pittsburgh, PA, USA, 1997
10.	Honours/awards	A. Humal prize of Estonian Mathematical Society 1998
11.	Research-administrative experience	Principal Investigator of EstSF Grant No. 3295, 1998-2000 Postdoctoral financing of Ministry of Education, 1998-2000 Principal Investigator of EstSF Grant No. 5221, 2002-2005
12.	Supervised dissertations
13.	Current research program	Differential and integral equations and numerical analysis, especially electromagnetic scattering problems
14.	Current grant funding	EstSF grant No. 5221 "Properties and approximation of solutions of equations in acoustics and electromagnetics"
15.	List of most important publications	R. Kangro, U. Kangro, R.A. Nicolaides, Extendability of Solutions of Helmholtz's Equation to the Interior of a Two Dimensional Scatterer, Quarterly of Applied Math. 58, 3 (2000), 591-600. R. Kangro, U. Kangro, Function spaces related to the divergence and curl operators. Differential and Integral Equations: Theory and Numerical Analysis, Estonian Mathematical Society, Tartu 1999, 53-64 U. Kangro, Asymptotic behavior of solutions of periodic scattering problems in electromagnetics, Differential and Integral Equations: Theory and Numerical Analysis, Estonian Mathematical Society, Tartu 1999, 31-52 U. Kangro, R.A. Nicolaides, Divergence Boundary Condition for Vector Helmholtz Equation with Divergence Constraint. Math. Modeling Num. Anal. 33, 3 (1999), 479-492 U. Kangro, R.A. Nicolaides, A Note on the Use of Divergence Boundary Conditions in CEM. In: Computational Electromagnetics and Its Applications, Kluwer Academic Publishers, 1997, 185-188 U. Kangro, R.A. Nicolaides, Asymptotic Behavior of Solutions of Two-Dimensional Periodic Scattering Problems in Electromagnetics. SIAM J. Math. Anal. 28, 6 (1997), 1406-1419 U. Kangro, R.A. Nicolaides, Spurious Fields in Time Domain Computations of Scattering Problems. IEEE Trans. Ant. Prop. 45, 2 (1997), 228-234. U. Kangro, The Smoothness of the Solution to a Two-Dimensional Integral Equation with Logarithmic Kernel. Zeitschrift Anal. und Anwend. Vol. 12 (1993), 305-318 U. Kangro, Bilinear Spline Collocation Method for Solving Two-dimensional Integral Equation with Logarithmic Kernel. Acta et Comm. Univ. Tartuensis 913 (1990), 18-23 (in Russian) U. Kangro, On the Smoothness of the Solution to a Two-Dimensional Integral Equation with Logarithmic Kernel. Proc. Eston. Acad. Sci., Phys. Math., 39 (1990), 196-204 (in Russian)

last updated: 26.09.2005