Maria Infusino - Research
Main Research Interests
Real algebraic geometry, functional analysis, measure theory and probability. In particular:
- Moment problem and its applications
- Realizability problem for correlation functions (infinite dimensional moment problem)
- Uniform distribution theory:
- Uniformly distributed sequences of points and partitions on fractal sets
- Kakutani’s sequences of partitions in [0; 1] and their generalizations
Research grants
- Young Scholar Fund 2018: awarded by University of Konstanz within the Excellence Initiative
to support my project: “Moment techniques for point configuration spaces” (1/2018-12/2018).
- Eliteprogramme for Postdoctoral researchers 2017 awarded by the Baden-Württemberg
Foundation to support my project: “Crossroads between finite and infinite dimensional truncated
moment problems” (1/2018-09/2020).
- Zukunftskolleg Mentorship 2016: “Moment problems with a view towards applications in statistical physics”, awarded by the Zukunftskolleg of University of Konstanz (14/03/2016-31/12/2016)
- Young Scholar Fund 2015: “Infinite dimensional moment problem and applications”, awarded by University of Konstanz (06/03/2015-31/12/2015)
- Marie Curie-INdAM outgoing fellowship: "
Realizability and Quantum Representability Problem" (11/2012-10/2014)
- EPSRC project: “Classical Realizability and Quantum Representability: Truncated
moment problems in Statistical Physics and Quantum Chemistry” (06/2011-07/2012)
- Young Researchers Project Fund: “Probabilistic and Geometric Aspects of Steiner Symmetrizations”, awarded by University of Calabria (10/2010-05/2011).
For more details see
my Curriculum Vitae and
my Publications
Last update: 17.07.2019
