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Elulookirjeldus (CV)
1.Eesnimi Andi
2.Perekonnanimi Kivinukk
3.Töökoht Tallinna Ülikooli matemaatika osakond, Narva mnt 25, 10120, Tallinn
4.Ametikoht Matemaatilise analüüsi õppetooli professor
5.Sünniaeg 29.05.1948 (päev.kuu.aasta)
6.Haridus kõrgem, Tartu Ülikool, matemaatikateaduskonna üliõpilane 1966-71; aspirant 1971-74;
7.Teenistuskäik Tallinna Pedagoogikaülikool - professor alates 1993;Tallinna Tehnikaülikool - dotsent 1978-93, vanemõpetaja 1975-78, assistent 1974-75, vanemteadur 1984-86; Odense Ülikool (Taani) - külalisteadur 1998 (2 kuud); Darmstadti Tehnikaülikool (Saksamaa) - külalisteadur 1993 (3 kuud); Budapesti Tehnikaülikool - külalisteadur 1978/79 õppeaasta; Külalisesinemised mitmetes ülikoolides: Lund ('98), Kagoshima Keizai, Fukuoka, Kobe, Tohoku, Yamagata (kõik '98), Darmstadt ('97, '03), Odense ('94), Aachen ('93, '03), Helsinki ('92, '93, '99), Leningrad ('85, '91), Ulm (‘00, '03), Savannah (‘01, `04).
8.Teaduskraad füüsika-matem. tead. kand., väitekirja teema "Ühe ja mitme muutuja funktsioonide lähendamise järgust"
9.Teaduskraadi välja
andnud asutus, aasta		 Tartu Ülikool, 1975, kinnitatud Moskvas 1975
10.Tunnustused -
11.Teadusorganisatsiooniline
ja –administratiivne
tegevus		 SEFI (European Soc. of Engineering Education) Matemaatika Töörühma korrespondent (1991-97); Eesti Teadusfond – matemaatikateaduste ekspert (1991-1996); Eesti Matemaatika Selts – juhatuse liige (1987-1996); alates 2000 asepresident; Eestis toimunud mitmete erialaste kollokviumite ja work-shopide korraldaja; ajakirjade "Journal of Approximation Theory" ja "Proc. of Estonian Sci. Acad. Phys.-math." retsensent; "Heuristics and Didactics of Exact Sciences" (Donetsk, Ukraina) toimetuskolleegiumi liige (1996-2000); ETF-i mitmete grantide hoidja
12.Juhendamisel kaitstud
väitekirjad

Gert Tamberg, PhD, 2004, juh. Andi Kivinukk. On sampling operators defined by Rogosinski, Hann and Blackman windows. Tallinna Tehnikaülikool

Oksana Labanova, MSc, 2004, juh. Andi Kivinukk. Pi-sümmeetriliste funktsioonide Fourier' ridade Fejeri keskmised. Tallinna Pedagoogikaülikool

Birgit Bollverk, MSc, 2003, juh. Andi Kivinukk. Andmete esitamise praktilised võtted vähimruutude meetodil. Tallinna Pedagoogikaülikool

Svetlana Ridala, MSc, 2003, juh. Andi Kivinukk. Newtoni iteratsioon ja selle dünaamika. Tallinna Pedagoogikaülikool

Siim Kallast, MSc, 2001, juh. Andi Kivinukk. Ameerika optsiooni hinna lähendamine Kimi võrrandite numbrilise integreerimisega ja võrdlus teiste meetoditega. Tallinna Pedagoogikaülikool

Gert Tamberg, MSc, 2000, juh. Andi Kivinukk. Üldistatud ja Rogosinski-tüüpi valimridadega lähendamine. Tallinna Tehnikaülikool
13.Teadustöö põhisuunad funktsioonide lähendusteooria, valimridade teooria, lainekeste teooria, arvutusmeetodid (funktsioonide lähendamine, kvadratuurvalemid, integraalvõrrandid);
14.Jooksvad grandid ETF-i grandi no 5070 hoidja
15.Teaduspublikatsioonid

Fast solvers of integral equations of the second kind: wavelet methods. Journal of Complexity, 21(2005), 243-273.(kaasautorid G.Vainikko, J.Lippus)

From Fourier series to sampling series. Abel, Mati (ed.), FinEst Math 2002. Recent developments in mathematics. Proceedings of the 1st Finnish-Estonian colloquium, FinEst Math 2002, Tallinn, Estonia, May 27-29, 2002. Tartu: Estonian Mathematical Society. Mathematics Studies (Tartu) 2, 94-100 (2004)(kaasautor G. Tamberg)

On sampling operators defined by the Hann window and some of their extensions. Sampling Theory in Signal and Image Processing, 3 (2003), 235-257. (kaasautor G. Tamberg)

Pricing and hedging American options using approximations by Kim integral equations. European Finance Review, 7 (2003), 361-383. (Kaasautor S. Kallast)

On sampling series based on some combinations of sinc functions. Proc. Estonian Acad. Sci. Phys. Math., 51 (2002), 203-220. (kaasautor G. Tamberg)

Approximation of continuous functions by Rogosinski-type sampling series. In “Modern Sampling Theory: Mathematics and Applications” (eds. J.Benedetto and P.Ferreira). Birkhäuser Verlag, 2001, 229-244.

On norms of some sampling operators. In “Proc. of 2001 Int. Workshop on Sampling Theory and Applications”. Orlando, USA, May, 14-17, 2001,135-138 (co-author G.Tamberg).

Summation methods of trigonometric Fourier series defined by Zak transform. Proc. Estonian Acad. Sci., Physics, Math., 50 (2001), 1, 10-20 (co-author J. Verhovich).

Approximation by typical sampling series. In "Proc. of the 1999 Intern.Workshop on SampTA. Loen (Norway), August 11 - 14, 1999." Norwegian Univ. of Sci. & Technology, 1999, pp. 161 - 166.

Some remarks on Lebesgue constants. In “Research Comm. of the Conf. Paul Erdös and his Mathematics”, Budapest, July 4-11, 1999, J. Bolyai Math. Society, 1999, 123-126.

On the Measure of Approximation for Some Linear Means of Trigonometric Fourier Series. Journal of Approximation Theory 88 (1997), 193 - 208.

Summation methods of Fourier series of antiperiodic functions. In "Proc. Int. Conf. on Approximation and Optimization (Romania). vol.1, Eds. D. Stancu etc.", Transilvania Press, 1997, pp. 265 - 274. (co-author S.Kallast)

Subordination in Fourier approximation by generalized Rogosinski means and its applications. In "Proc. of Intern. Conf. on Approximation Theory and Function Series, Budapest. Aug. 21-25, 1995", Bolyai Soc. Math. Studies, 5 (1996), 237-245.

viimati muudetud: 15.08.2005

Curriculum Vitae (CV)
1.First Name Andi
2.Surname Kivinukk
3.Institution Tallinn University
4.Position Professor of mathematical analysis
5.Date of birth 29.05.1948 (day.month.year)
6.Education University of Tartu (Estonia), student of Dept. of Mathematics 1966-71; post-graduate student 1971-74;
7.Research and
professional experience		 Tallinn Pedagogical University, Professor of mathematical analysis since 1993;Tallinn Technical University, Associate Professor 1978-93, lecturer 1975-78, Assistant Professor 1974-75, research assistant 1984-86;Odense University, research assistant 1998 (2 months);Darmstadt Technical University, research assistant 1993 (3 months);Budapest Technical University, research assistant 1978/79 academic year;Visiting lecturer in several universities: Lund ('98), Kagoshima Keizai, Fukuoka, Kobe, Tohoku, Yamagata (all in '98), Darmstadt ('97, ‘03), Odense ('94), Aachen ('93, ‘03), Helsinki ('92, '93, '99), Leningrad ('85, '91), Ulm (’00, ‘03), Savannah (‘01, `04).
8.Academic degree Ph.D. thesis "The order of approximation of functions of one and several variables", 1975.
9.Dates and sites of
earning the degrees		 University of Tartu, 1975
10.Honours/awards -
11.Research-administrative
experience		 SEFI (European Soc. of Engineering Education) Math. Working Group: correspondent (1991-97);Estonian Science Foundation: expert for mathematical sciences (1991-1996);Estonian Mathematical Society: member of the council (1987-1996); since 2000 vicepresident;chairman of some colloquiums and work-shops held in Estonia;referee of the journals "Journal of Approximation Theory" and "Proc. of Estonian Sci. Acad. Phys.-math."; member of the editorial board of "Heuristics and Didactics of Exact Sciences" (Donetsk, Ukraine) (1996-2000).
12.Supervised dissertations

Gert Tamberg, PhD, 2004, superv. Andi Kivinukk. On sampling operators defined by Rogosinski, Hann and Blackman windows. Tallinna Tehnikaülikool

Oksana Labanova, MSc, 2004, superv. Andi Kivinukk. Pi-sümmeetriliste funktsioonide Fourier' ridade Fejeri keskmised. Tallinna Pedagoogikaülikool

Birgit Bollverk, MSc, 2003, superv. Andi Kivinukk. Andmete esitamise praktilised võtted vähimruutude meetodil. Tallinna Pedagoogikaülikool

Svetlana Ridala, MSc, 2003, superv. Andi Kivinukk. Newtoni iteratsioon ja selle dünaamika. Tallinna Pedagoogikaülikool

Siim Kallast, MSc, 2001, superv. Andi Kivinukk. Ameerika optsiooni hinna lähendamine Kimi võrrandite numbrilise integreerimisega ja võrdlus teiste meetoditega. Tallinna Pedagoogikaülikool

Gert Tamberg, MSc, 2000, superv. Andi Kivinukk. Üldistatud ja Rogosinski-tüüpi valimridadega lähendamine. Tallinna Tehnikaülikool
13.Current research program Approximation theory, sampling series, wavelets theory, numerical methods (approximation of functions, quadrature formulas, integral equations).
14.Current grant funding Estonian Science Foundation grant no 5070 (principal investigator)
15.List of most important publications

Fast solvers of integral equations of the second kind: wavelet methods. Journal of Complexity, 21(2005), 243-273.(kaasautorid G.Vainikko, J.Lippus)

From Fourier series to sampling series. Abel, Mati (ed.), FinEst Math 2002. Recent developments in mathematics. Proceedings of the 1st Finnish-Estonian colloquium, FinEst Math 2002, Tallinn, Estonia, May 27-29, 2002. Tartu: Estonian Mathematical Society. Mathematics Studies (Tartu) 2, 94-100 (2004)(kaasautor G. Tamberg)

On sampling operators defined by the Hann window and some of their extensions. Sampling Theory in Signal and Image Processing, 3 (2003), 235-257. (kaasautor G. Tamberg)

Pricing and hedging American options using approximations by Kim integral equations. European Finance Review, 7 (2003), 361-383. (Kaasautor S. Kallast)

On sampling series based on some combinations of sinc functions. Proc. Estonian Acad. Sci. Phys. Math., 51 (2002), 203-220. (kaasautor G. Tamberg)

Approximation of continuous functions by Rogosinski-type sampling series. In “Modern Sampling Theory: Mathematics and Applications” (eds. J.Benedetto and P.Ferreira). Birkhäuser Verlag, 2001, 229-244.

On norms of some sampling operators. In “Proc. of 2001 Int. Workshop on Sampling Theory and Applications”. Orlando, USA, May, 14-17, 2001,135-138 (co-author G.Tamberg).

Summation methods of trigonometric Fourier series defined by Zak transform. Proc. Estonian Acad. Sci., Physics, Math., 50 (2001), 1, 10-20 (co-author J. Verhovich).

Approximation by typical sampling series. In "Proc. of the 1999 Intern.Workshop on SampTA. Loen (Norway), August 11 - 14, 1999." Norwegian Univ. of Sci. & Technology, 1999, pp. 161 - 166.

Some remarks on Lebesgue constants. In “Research Comm. of the Conf. Paul Erdös and his Mathematics”, Budapest, July 4-11, 1999, J. Bolyai Math. Society, 1999, 123-126.

On the Measure of Approximation for Some Linear Means of Trigonometric Fourier Series. Journal of Approximation Theory 88 (1997), 193 - 208.

Summation methods of Fourier series of antiperiodic functions. In "Proc. Int. Conf. on Approximation and Optimization (Romania). vol.1, Eds. D. Stancu etc.", Transilvania Press, 1997, pp. 265 - 274. (co-author S.Kallast)

Subordination in Fourier approximation by generalized Rogosinski means and its applications. In "Proc. of Intern. Conf. on Approximation Theory and Function Series, Budapest. Aug. 21-25, 1995", Bolyai Soc. Math. Studies, 5 (1996), 237-245.

last updated: 15.08.2005

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