CARLO MORPURGO
Born: March 6, 1961 (Rimini - Italy)
Experience:
Associate professor Università di Milano-Bicocca
2002
Associate Professor University of Missouri, Columbia 2002
Assistant professor University of Missouri, Columbia 2000
Assistant Research Professor,Università di Milano-Bicocca 1997
R. H. Bing Instructor, University of Texas at Austin 1995
Postdoctoral Fellow, Università di Milano, Italy
1994
Education: Ph.D. Mathematics, Washington University,St. Louis 1993
B.S. Mathematics, Università di Milano, Italy 1986
Summer School in Mathematics, Perugia, Italy 1986
High-School Diploma in Computer Science,
Technical Institute "Feltrinelli", Milano, Italy
1981
Grants: NSF summer and travel grant 2002-2005
Research and Summer grants, University of Missouri, Columbia 2001-2002
NSF summer and travel grant 1996-1999
R.H. Bing Fellowship, University of Texas at Austin 1995-1998
Italian National Board of Research Fellowship (C.N.R. Italy) 1987-1990
Rotary Club Fellowship 1987-1988
Italian National Board of Research Dissertation Fellowship
1985-1986
Publications: 1. The Hardy-Littlewood-Sobolev inequality and
extremals of zeta functions on S n,
Geom. and Funct. Anal. (GAFA) 6 (1996), 146-171.
2. Conformal perturbation of heat kernels and their traces, J. Funct.
Anal. 141 (1996),
319-334.
3. Local extrema of traces of heat kernels on S 2, J. Funct. Anal. 141 (1996), 335-364.
4. Zeta functions on S 2, Contemporary
Mathematics, 201, American Mathematical
Society, Providence, RI, 1997.
5. (with R.S. Laugesen) Extremals of eigenvalues of the Laplacian
under conformal
mapping, J. Funct. Anal., 155 (1998), 64-108.
6. (with L. Grafakos) A Selberg integral formula with applications,
Pacific J. of Math.,
191 (1999), 85-94.
7. (with E. Laeng) An uncertainty inequality involving L
1
norms, Proc. Amer.
Math. Soc., 127 (1999), 3565-3572.
8. Sharp trace inequalities for intertwining operators on S n
and R n, Internat. Math. Res.
Notices, 20 (1999), 1101-1118.
9. Conformally invariant Sobolev inequalities and the spectrum of intertwining
operators,
Duke Math. J., 114 (2002), 477-554.
10. Extremals of some uncertainty inequalities, Bull. London Math. Soc.,
33 (2001), no. 1, 52--58.