The main research areas are:
- Numerical semigroups
- Logic of belief change
- Artinian algebras and Jordan type
- Decomposition of anti-symmetric tensors
- Cohomological blow ups of graded Artinian Gorenstein algebras along surjective maps
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Seminars
- Panel data analysis with R
- Hypothesis testing for geometric empty space survival functions*
- Asymptotic behaviour of the v-number of homogeneous ideals
- Shock and delta shock waves in several physical models
- Complexity and Recursion
- Inverse conductivity problems based on vector variational principles: the 2D case*
- On the richness of linear dynamics
