CURRICULUM VITAE
NAME: Calin-Grigore AMBROZIE
ADDRESS: Institute of Mathematics
of the Romanian Academy (IMAR)
PO Box 1-764, RO-70700 Bucharest, ROMANIA
fax: 40 1 2229826, phone: 40 1 6500592 (home : 40 1 6825677)
e-mail: Calin.Ambrozie@imar.ro
EDUCATION: - PhD in Mathematics,
obtained in 1995 at IMAR
- Postuniv. specialization in Operator
Theory & Mathematical Analysis, 1987,
Faculty of Mathematics
- Bucharest
- MS,
Faculty of Mathematics at the State University of Bucharest, 1982-1986,
grade point average
9.98 of maximum 10
- College of phys.& math. 1978-81
JOBS: - permanent position at
IMAR since 1990 (Sr. Res. Sci. III since 1995);
in the group of Functional Analysis and Operator Theory
- visiting professor,
1999, 2 months, Universite de Nice Sophia Antipolis, France
- visiting scholar,
1998, 6 months, Math. Institute - Czech Academy, Prague
- post-doctoral fellow,
1997, 1 year, Universite de Lille 1, Lille, France
- mathematician 1988-90 at Increst
- Bucharest
- temporarily, teaching:
analysis on manifolds, operator theory, measure theory at the University
of Bucharest; math. analysis (English) at the Polytechnic Univ. Bucharest
TOPICS: - member of Amer.Math.Soc.,
Soc.Matem.Rom.
- English, French; computer skills; born 1963
- short visits: Math. Institute Krakow, Poland 1998; Math. Dept. of Iowa
Univ.
1987; Universite de Lyon 1999; Universite de Lille I 1999
- summer school DQC, Cambridge 1997; referee J. Op. Theory
- attending the conf.: Journees Th.Op. II Lille 1997; Sumirfas Texas A&M
Univ. 1997 (invited); VIII-th Romanian-Finnish Seminar Iasi 1999
TALKS at international conferences:
- Operator Theory OT 12 -- 17:
12/1989 Craiova: Stability of the index of a Fredholm pair
13/90 Predeal: The Fredholm index in Banach spaces
14/92 Timisoara: A stability result on the Banach space complexes
15/94 Timisoara: The solution of a conjecture on Fredholm complexes
16/96 Timisoara: A bidimensional moment problem
17/98 Timisoara: Maximum entropy and moment problems
- Journees de Theorie des Operateurs
I, CIRM Luminy-Marseille 1995:
Noncompactness
measure estimates in Fredholm theory (invited)
- 27-th Winter Conf. in Abstract Analysis
1999, Rohanov, Czech Republic:
Existence
of the representing density of maximum entropy
- Operator Theory Memorial Conference
Sz. Nagy, 1999, Szeged, Hungary:
Models
for operator tuples over general domains (invited)
- Journees Lilloises de Theorie des Operateurs 2000, Lille,
France:
Model theory and Nevanlinna-Pick problems (invited)
LIST OF PUBLICATIONS:
Articles:
- Stability of the index of a
Fredholm symmetrical pair,
J. Operator Theory
25/1991, p. 61-67
- On Fredholm index in Banach
spaces,
Integral Equations
and Op. Theory 25/1996, p. 1-34
- The Euler characteristic is
stable under compact perturbations,
Proc. Amer. Math.
Soc., vol. 124, no. 7/1996, p. 2041-2050
- Contributions to the study
of the perturbations of the Fredholm complexes
(Romanian), Studii
& Cerc. Matem. tom 48 no. 3-4/1996, p. 155-244
- A stability result on mixed
manifolds,
Revue Roum. de Math.
Pures et Appl., vol. 41, no. 7-8/1996, p. 439-449
- A note on pairs of subspaces,
Stud. Cerc. Mat.,
tom 47, no. 5-6/1995, p. 367-373
- Semi-Fredholm pairs (with
F.-H. Vasilescu),
Proc. Op. Theory
Conf. 16, 1997
- Noncompactness measure invariance
of the index,
J. Operator Theory,
vol. 38, no. 2/1997, p. 225-242
- A note on moment problems, Proc. Op. Theory Conf. 17, 1998, accepted
- Duality in quotient Banach
spaces (with V. Muller),
Revue Roum. de Math.
Pures et Appl., accepted
- Operator tuples and analytic
models over general domains in C^n
(with M. Englis
and V. Muller),
J. Operator Th., accepted
Monography: Banach space complexes
(with F.--H. Vasilescu),
Kluwer
Academic Publishers, MAIA Series, vol. 334/1995, 205 p.
Preprints:
* A
maximum entropy approach to n-dimensional truncated moment
problems, Publ. IRMA Lille, vol. 42, no. 14/1997
* Representing
densities of sequences of moments, 1998
* Multioperators
and models over analytic submanifolds, 1999
* Fractional
transform-type solutions of the Nevanlinna-Pick problem, 1999
(with D. Timotin)