University
Faculty/school/department
Faculty of Mathematics, Physics, and Informatics
Short description of research profile
The subject of our research is the application of methods of modern functional analysis, the theory of operator algebras and linear algebra to the description of physical phenomena. In particular, we study
- the notion of quantum entanglement,
- entanglement witnesses,
- quantum correlations,
- steering inequalities.
Our goal is also to describe the structure of positive mappings on matrix algebras. In particular we are focused on the problem of NPT bound entanglement.