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The
research is aimed at
the study of various classes of operators ranging from classical
Cauchy-type
operators to abstract Toeplitz operators and pseudo-differential
operators.
The work includes both the analysis of operators as mappings between
function
spaces and the study of Banach algebras of these operators. Typical
applications
in this area include wave scattering in models involving mixed media.
Research
topics:
- Operator
Algebras of non local type and
factorization of oscillatory symbols
- Operator
Normalization and boundary-value
problems
- Symbol
Factorization and application to
integrable systems
- Non
associative algebras
- Approximation
methods in operator algebras
Seminar:
Functional
Analysis and Applications |
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