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Biography of Tadeusz Iwaniec

Personal Data
Tadeusz Iwaniec, US citizen
Employed: Department of Mathematics, Syracuse University
Educational Career
Habilitation, 1979, University of Warsaw
Ph.D., 1975, University of Warsaw
MA (with Distinction), 1971, University of Warsaw
Academic Positions
John Raymond French Distinguished Professor of Mathematics, Syracuse University, 1996-present
Professor Syracuse University, 1986-1995
Visiting Professor, Courant Institute, 1985-1986
Visiting Professor, University of Texas, 1984-1985
Visiting Professor, University of Michigan, 1983-1984
Associate Professor, Polish Academy of Science, 1981-1983
Selected Presentations
2002 Presentation of "Quasiharmonic Fields", at the Ceremony of Prix 2001, Institut Henri Poincare (Paris)
2002 Plenary address in the Academia dei Lincei (Rome)
1983 Invited lecture at the International Congress of Mathematicians (Warsaw)
Graduate Students
2004-Present Tomasz Adamowicz, Advancing in his Ph.D.
2004 -Present Derek Gustafson, Advancing in his Ph.D.
2003 (Spring) Uma Subramanian, completed her Ph.D.
2002 (Spring) J.R. Osterrieder, completed his MS
1998 (Fall) A.S. Almannaei, completed his Ph.D.
1998 (Fall) R. DeCampo, completed his Ph.D.
1995 (Fall) L. Budney, completed his Ph.D.
1994 (Spring) Q. Dawood, completed his Ph.D.
1993 (Summer) C. Scott, completed his Ph.D.
1991 (Summer) S. Habre, completed his Ph.D.
Co-Advising, PhD Students Joint with other Advisors
1994 Bianca Stroffolini (Univ. of Naples) completed her Ph.D.
1993 Luigi Greco (Univ. of Naples) completed his Ph.D.
2000 Anna Verde (Univ. of Naples) completed her Ph.D.
2002 Flavia Giannetti (Univ. of Naples) completed her Ph.D.
2003 Luigi D'Onofrio (Univ. of Naples) completed his Ph.D.
2002 Jani Onninen (Univ. of Jyvaskyla) completed his Ph.D.
Grants, Awards, Honors
N.S.F. 2003-2006 #DMS-0244297. Collaborative Research Grant with: M. Bonk, A. Eremenko, J. Heinonen and S. Rhode
N.S.F. 2003-2008 #DMS-0301582
N.S.F. 2000-2003 #DMS-0070807
N.S.F. 1997-2000 #DMS-9706611
N.S.F. 1994-1997 #DMS-9401104
N.S.F. 1992-1994 #DMS-9208296
N.S.F. 1990-1992 #DMS-9007946
N.S.F. 1988-1990 #DMS-8807924
Prize of the President of the Polish Academy of Sciences, 1980.
Foreign Member of Academia de Scienze Fisiche e Matematiche, Italy 1998-present.
Alfred Jurzykowski Award in the Field of Mathematics, New York 1997.
William Wasserstrom Prize of The Colleges of Arts and Sciences (Syracuse University 2002) for Excellence in Graduate Teaching.
Prix 2001 Institut Henri-Poincare Gauthier-Villars (Paris, 2002), for the paper Quasiharmonic Fields, Ann. I.H. Poincare Analyse Nonlinearire (2001), 519-572.
Chancellor's Citation for Faculty Excellence and Scholarly Distinction 2008

Six Significant Publications
1. Analytical Foundations of the Theory of Quasiconformal Mappings (with B. Bojarski) Annales Acad. Sci. Fenn. (1982), 257-324.
2. Geometric Functional Theory and Nonlinear Analysis (with G. Martin), monograph, Oxford University Press (2001).
3. Mappings of finite distortion: Monotonicity and continuity (with P. Koskela and J. Onninen), Inventiones Mathematicae, 144 (2001), 504-531.
4. Weak Minima of variational integrals, (with C. Sbordone), Journal Reine Angew. Math. 454(1994) 143-161.
5. Quasiregular mappings in even dimensions, (with G. Martin), Acta Math., 170 (1993), 29-81
6. p-harmonic tensors and quasireguar mappings, Annals of Mathematics, 136 (1992), 589-624
Five Publications of Recent Study
1. Non-linear Cauchy-Riemann operators in Rn, Trans. AMS, Vol. 354, No 5 (2002), 1961-1995
2. Estimates of the Jacobians by subdeterminants (with F. Giannetti, J. Onninen and A. Verde), Journal of Geometric Analysis, 12 No. 2 (2002), 223-254.
3. The failure of rank-one connections (with G. Verchota and A. Vogel), Arch. Rational Mech. Anal. 163 (2002), 125-169.
4. Quasiharmonic fields (with C. Sbordone), Ann. I.H. Poincare-AN 18, 5 (2001), 519-572
5. Mappings of BMO-bounded distortion (with K. Astala, P. Koskela and G. Martin), Mathematische Annalen 317 (2000), 703-726.
Recent Preprints on n-Harmonic Hyperelasticity
1. n-Harmonic mappings and deformation of finite energy.
2. n-Harmonic mappings between annuli.
3. Hyperelastic deformations of smallest total energy.
4. An invitation to n-harmonic hyperelasticity (survey of the above references)
5. Neohookean Deformations of Annuli, Existance, Uniquenes and Radial Symmetry
6. Quasiconformal Hyperelasticiy when Cavitation is Not Allowed
Mathematical Associates
Ph.D. Advisor: Professor Bogdan Bojarski (Polish Academy of Sciences)
Co-Authors for the Last Four Years

Kari Astala
Luigi D'Onofrio
Fred Gehring
Piotr Hajlasz
Gaven Martin
Jani Onninen
Carlo Sbordone

Uma Subramanian
Leonard Budney
Flavia Giannetti
Pekka Koskela
Lucia Migliaccio
Antonella Passarelli
Chad Scott
Gregory Verchota

Andrew Vogel
Claudia Capone
Luigi Greco
Jan Maly
Gioconda Moscariello
Eero Saksman
Bianca Stroffolini
Anna Verde

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