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Elulookirjeldus (CV)
1.Eesnimi Eve
2.Perekonnanimi Oja
3.Töökoht Puhta matemaatika instituut, Matemaatika-informaatikateaduskond, Tartu Ülikool
4.Ametikoht Korraline professor
5.Sünniaeg 10.10.1948 (päev.kuu.aasta)
6.Haridus 1967-72: üliõpilane Tartu Riiklikus Ülikoolis, rakendusmatemaatiku diplom (cum laude) 1972. 1972-75: aspirantuur Tartu Riiklikus Ülikoolis. 1976-77: prantsuse keele õpingud Leningradi Riiklikus Ülikoolis; lõputunnistus 1977.
7.Teenistuskäik Alates 1975. aastast kuni praeguse ajani olen töötanud Tartu (Riikliku) Ülikooli Matemaatika-informaatikateaduskonnas (assistendina, vanemõpetajana, dotsendina, 1992. aastast korralise professorina). 1977-78: töötasin Mali Vabariigis Rahvuslikus Inseneride Koolis.
8.Teaduskraad Füüsika-matemaatikateaduste kandidaat
9.Teaduskraadi välja
andnud asutus, aasta		 Tartu Riiklik Ülikool, 1975
10.Tunnustused International Science Foundation'i Emergent Grant viimasel viiel aastal publitseeritud teadustööde eest (1993). Eesti Vabariigi teaduspreemia täppisteaduste alal (2001).
11.Teadusorganisatsiooniline
ja –administratiivne
tegevus		 Juhin funktsionaalanalüüsi õppetooli tegevust alates 1992.a. ning 1994, 1998, 2003, 2004 olin Puhta Matemaatika Instituudi, Tartu Ülikool, juhataja. ETF grantide nr. 415 (1993), nr. 3055 (1997-99), nr. 4400 (2000-2003) hoidja. Sihtfinantseeritava teadusteema TMTPM0085 (1998-2002) juht. Ajakirja "Acta et Commentationes Universitatis Tartuensis de Mathematica" peatoimetaja.
12.Juhendamisel kaitstud
väitekirjad

Joosep Lippus, MSc, 2004, juh. Eve Oja. Projektorid kompaktsete operaatorite ruumile. Tartu Ülikool

Kersti Kivisoo, MSc, 2003, juh. Eve Oja. Simonsi võrratuse üldistus. Tartu Ülikool

Kristel Mikkor, MSc, 2002, juh. Eve Oja. Nõrgalt kompaktsete operaatorite faktoriseerimine. Tartu Ülikool

Rainis Haller, PhD, 2002, juh. Eve Oja. M(r,s)-inequalities. Tartu Ülikool

Jelena Ausekle, PhD, 1999, juh. Eve Oja. Compactness of operators in Lorentz and Orlicz sequence spaces. Tartu Ülikool

Märt Põldvere, PhD, 1999, juh. Eve Oja. Subspaces of Banach spaces having Phelps' uniqueness property. Tartu Ülikool

Rainis Haller, MSc, 1998, juh. Eve Oja. James'i refleksiivsuskriteerium ja M(r,s)-võrratused. Tartu Ülikool

Ly Kirikal, MSc, 1994, juh. Eve Oja. Lorentzi jadaruumid ja M-ideaalid. Tartu Ülikool

Märt Põldvere, MSc, 1994, juh. Eve Oja. Hahn-Banachi jätku ühesusest. Tartu Ülikool

Jelena Ausekle, MSc, 1993, juh. Eve Oja. Kompaktnost' operatorov, dejstvujushih v Lorencovyh prostranstvah posledovatel'nostej. Tartu Ülikool
13.Teadustöö põhisuunad Funktsionaalanalüüs: Banachi ruumide geomeetria, aproksimatsiooniomadused, M-ideaalid, operaatorruumide ja Banachi ruumide tensorkorrutiste lineaar-topoloogiline struktuur, operaatorid klassikalistes Banachi ruumides.
14.Jooksvad grandid ETF grandi nr. 5704 hoidja
15.Teaduspublikatsioonid

Å. Lima, E. Oja, Metric approximation properties and trace mappings, Math. Nachr. (to appear)

Å. Lima, E. Oja, The weak metric approximation property, Math. Annalen, Published online: 23 August 2005.

K. Kivisoo, E. Oja, Extension of Simons’ inequality, Proc. Amer. Math. Soc. 133 (2005) 3485-3496.

Å. Lima and E. Oja, Ideals of compact operators. J. Aust. Math. Soc. 77 (2004), 91–110.

Å. Lima and E. Oja, Ideals of Operators, Approximability in the Strong Operator Topology, and the Approximation Property. Michigan Math. J. 52 (2004), 253–265.

E. Oja, Operators that are nuclear whenever they are nuclear for a larger range space. Proc. Edinburgh Math. Soc. 47 (2004), 679–694.

E. Oja, A. Pelander, The approximation property in terms of the approximability of weak* –weak continuous operators. J. Math. Anal. Appl. 286 (2003), 713–723.

Q. Bu, J. Diestel, P.N. Dowling and E. Oja, Types of Radon-Nikodym properties for the projective tensor product of Banach spaces. Illinois J. Math. 47 (2003), 1303–1326.

Å. Lima and E. Oja, Hahn-Banach extension operators and spaces of operators, Proc. Amer. Math. Soc. 130 (2002), 3631-3640.

R. Haller, E. Oja, and E. Plewnia, Quantitative versions of hereditary results on M-ideals of compact operators, Math. Nachr. 246-247 (2002), 106-120.

Ü. Kahre, L. Kirikal, and E. Oja, On M-ideals of compact operators in Lorentz sequence spaces, J. Math. Anal. Appl. 259 (2001), 439-452.

Å. Lima, O. Nygaard, and E. Oja, Isometric factorization of weakly compact operators and the approximation property, Israel J. Math. 119 (2000), 325-348.

E. Oja, Geometry of Banach spaces having shrinking approximations of the identity, Trans. Amer. Math. Soc. 352 (2000), 2801-2823.

Å. Lima and E. Oja, Ideals of finite rank operators, intersection properties of balls, and the approximation property, Studia Math. 133 (1999), 175-186.

E. Oja and M. Põldvere, Intersection properties of ball sequences and uniqueness of Hahn-Banach extensions, Proc. Royal Soc. Edinburgh 129A (1999), 1251-1262.

E. Oja, Géométrie des espaces de Banach ayant des approximations de l’identité contractantes, C. R. Acad. Sci. Paris, Sér. I, 328 (1999), 1167-1170.

E. Oja, A proof of the Simons inequality, Acta Comment. Univ. Tartuensis Math. 2 (1998), 27-28.

E. Oja, A short proof of a characterization of reflexivity of James, Proc. Amer. Math. Soc. 126 (1998), 2507-2508.

E. Oja, M-ideals of compact operators are separably determined, Proc. Amer. Math. Soc. 126 (1998), 2747-2753.

J. Ausekle and E. Oja, Compactness of operators acting from a Lorentz sequence space to an Orlicz sequence space, Ark. Mat. 36 (1998), 233-239.

J. C. Cabello, E. Nieto, and E. Oja, On ideals of compact operators satisfying the M(r,s)-inequality, J. Math. Anal. Appl. 220 (1998), 334-348.

E. Oja, HB-subspaces and Godun sets of subspaces in Banach spaces, Mathematika 44 (1997), 120-132.

J. A. Ausekle and E. F. Oja, Pitt’s theorem for Lorentz and Orlicz sequence spaces, Mat. Zametki 61 (1997), 18-25 (in Russian); English transl. in: Math. Notes 61 (1997) 16-21.

R. Haller and E. Oja, Geometric characterizations of positions of Banach spaces in their biduals, Arch. Math. (Basel) 69 (1997), 227-233.

E. Oja and M. Põldvere, On subspaces of Banach spaces where every functional has a unique norm-preserving extension, Studia Math. 117 (1996), 289-306.

viimati muudetud: 29.09.2005

Curriculum Vitae (CV)
1.First Name Eve
2.Surname Oja
3.Institution Institute of Pure Mathematics, Faculty of Mathematics and Computer Science, University of Tartu
4.Position Full professor
5.Date of birth 10.10.1948 (day.month.year)
6.Education In 1967-72: student at Tartu State University, diploma of mathematician (cum laude) in 1972. In 1972-75: postgraduate student at Tartu State University. In 1976-77: French language studies at Leningrad State University, leaving-certificate in 1977.
7.Research and
professional experience		 From 1975 until now: assistant, senior teacher, associate professor (docent), (since 1992) full professor at the Faculty of Mathematics (and Computer Science), Tartu (State) University. In 1977-78: École Nationale des Ingénieurs, Mali. Postdoctoral fellowship in 1980-81: Université d’Aix-Marseille, France.
8.Academic degree Cand. of physical and mathematical sciences
9.Dates and sites of
earning the degrees		 Tartu State University, 1975
10.Honours/awards International Science Foundation Emergent Grant for the scientific publications within the last five years (1993). Science Award of Estonian Republic (2001).
11.Research-administrative
experience		 Head of the Chair of Functional Analysis, University of Tartu (since 1992). Head of the Institute of Pure Mathematics, University of Tartu (1994, 1998, 2003, 2004). Principal investigator for the Estonian Science Foundation Grants No. 415 (1993), No. 3055 (1997-99), No. 4400 (2000-2003), and the target financed research project TMTPM0085 (1998-2002). Editor in chief of “Acta et Commentationes Universitatis Tartuensis de Mathematica”.
12.Supervised dissertations

Joosep Lippus, MSc, 2004, superv. Eve Oja. Projektorid kompaktsete operaatorite ruumile. Tartu Ülikool

Kersti Kivisoo, MSc, 2003, superv. Eve Oja. Simonsi võrratuse üldistus. Tartu Ülikool

Kristel Mikkor, MSc, 2002, superv. Eve Oja. Nõrgalt kompaktsete operaatorite faktoriseerimine. Tartu Ülikool

Rainis Haller, PhD, 2002, superv. Eve Oja. M(r,s)-inequalities. Tartu Ülikool

Jelena Ausekle, PhD, 1999, superv. Eve Oja. Compactness of operators in Lorentz and Orlicz sequence spaces. Tartu Ülikool

Märt Põldvere, PhD, 1999, superv. Eve Oja. Subspaces of Banach spaces having Phelps' uniqueness property. Tartu Ülikool

Rainis Haller, MSc, 1998, superv. Eve Oja. James'i refleksiivsuskriteerium ja M(r,s)-võrratused. Tartu Ülikool

Ly Kirikal, MSc, 1994, superv. Eve Oja. Lorentzi jadaruumid ja M-ideaalid. Tartu Ülikool

Märt Põldvere, MSc, 1994, superv. Eve Oja. Hahn-Banachi jätku ühesusest. Tartu Ülikool

Jelena Ausekle, MSc, 1993, superv. Eve Oja. Kompaktnost' operatorov, dejstvujushih v Lorencovyh prostranstvah posledovatel'nostej. Tartu Ülikool
13.Current research program Functional analysis: geometry of Banach spaces, approximation properties, M-ideals and their generalizations, spaces of operators and tensor products of Banach spaces.
14.Current grant funding Principal investigator for the Estonian Science Foundation Grant No. 5704.
15.List of most important publications

Å. Lima, E. Oja, Metric approximation properties and trace mappings, Math. Nachr. (to appear)

Å. Lima, E. Oja, The weak metric approximation property, Math. Annalen, Published online: 23 August 2005.

K. Kivisoo, E. Oja, Extension of Simons’ inequality, Proc. Amer. Math. Soc. 133 (2005) 3485-3496.

Å. Lima and E. Oja, Ideals of compact operators. J. Aust. Math. Soc. 77 (2004), 91–110.

Å. Lima and E. Oja, Ideals of Operators, Approximability in the Strong Operator Topology, and the Approximation Property. Michigan Math. J. 52 (2004), 253–265.

E. Oja, Operators that are nuclear whenever they are nuclear for a larger range space. Proc. Edinburgh Math. Soc. 47 (2004), 679–694.

E. Oja, A. Pelander, The approximation property in terms of the approximability of weak* –weak continuous operators. J. Math. Anal. Appl. 286 (2003), 713–723.

Q. Bu, J. Diestel, P.N. Dowling and E. Oja, Types of Radon-Nikodym properties for the projective tensor product of Banach spaces. Illinois J. Math. 47 (2003), 1303–1326.

Å. Lima and E. Oja, Hahn-Banach extension operators and spaces of operators, Proc. Amer. Math. Soc. 130 (2002), 3631-3640.

R. Haller, E. Oja, and E. Plewnia, Quantitative versions of hereditary results on M-ideals of compact operators, Math. Nachr. 246-247 (2002), 106-120.

Ü. Kahre, L. Kirikal, and E. Oja, On M-ideals of compact operators in Lorentz sequence spaces, J. Math. Anal. Appl. 259 (2001), 439-452.

Å. Lima, O. Nygaard, and E. Oja, Isometric factorization of weakly compact operators and the approximation property, Israel J. Math. 119 (2000), 325-348.

E. Oja, Geometry of Banach spaces having shrinking approximations of the identity, Trans. Amer. Math. Soc. 352 (2000), 2801-2823.

Å. Lima and E. Oja, Ideals of finite rank operators, intersection properties of balls, and the approximation property, Studia Math. 133 (1999), 175-186.

E. Oja and M. Põldvere, Intersection properties of ball sequences and uniqueness of Hahn-Banach extensions, Proc. Royal Soc. Edinburgh 129A (1999), 1251-1262.

E. Oja, Géométrie des espaces de Banach ayant des approximations de l’identité contractantes, C. R. Acad. Sci. Paris, Sér. I, 328 (1999), 1167-1170.

E. Oja, A proof of the Simons inequality, Acta Comment. Univ. Tartuensis Math. 2 (1998), 27-28.

E. Oja, A short proof of a characterization of reflexivity of James, Proc. Amer. Math. Soc. 126 (1998), 2507-2508.

E. Oja, M-ideals of compact operators are separably determined, Proc. Amer. Math. Soc. 126 (1998), 2747-2753.

J. Ausekle and E. Oja, Compactness of operators acting from a Lorentz sequence space to an Orlicz sequence space, Ark. Mat. 36 (1998), 233-239.

J. C. Cabello, E. Nieto, and E. Oja, On ideals of compact operators satisfying the M(r,s)-inequality, J. Math. Anal. Appl. 220 (1998), 334-348.

E. Oja, HB-subspaces and Godun sets of subspaces in Banach spaces, Mathematika 44 (1997), 120-132.

J. A. Ausekle and E. F. Oja, Pitt’s theorem for Lorentz and Orlicz sequence spaces, Mat. Zametki 61 (1997), 18-25 (in Russian); English transl. in: Math. Notes 61 (1997) 16-21.

R. Haller and E. Oja, Geometric characterizations of positions of Banach spaces in their biduals, Arch. Math. (Basel) 69 (1997), 227-233.

E. Oja and M. Põldvere, On subspaces of Banach spaces where every functional has a unique norm-preserving extension, Studia Math. 117 (1996), 289-306.

last updated: 29.09.2005

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