Conferences

Talk, poster:

[1] XXVIII International Fall Workshop on Geometry and Physics

Geometry Behind Robertson-type Uncertainty Relations. pdf

Poster. 2019, Madrid, Spain.
[2] XXVI International Fall Workshop on Geometry and Physics

An Invitation to Classical and Quantum Information Geometry. pdf

Mini-course (3.5 hours total). 2017, Braga, Portugal.
[3] Information Geometry and its Applications IV

On Robertson-type uncertainty principles. pdf

Poster. 2016, Liblice, Czech Republic.
[4] Information Geometry and its Applications IV

Volume of the space of qubit channels and the distribution of some scalar quantities on it. pdf

Poster. 2016, Liblice, Czech Republic.
[5] Functional Analysis Meets Linear Algebra

Generalizes Robertson-type uncertainty principle with geometric interpretation. pdf

Talk. 2016, Szeged, Hungary.
[6] Mathematics, Physics and Philosophy In the Interpretations of Relativity Theory

The Mackey-formalism of Quantum Mechanics and Relativity Theories. pdf

Talk. 2009, Budapest, Hungary.
[7] Symposium on Information Geometry

Information geometry of matrices and means. pdf

Talk. 2008, Wako, Japan.
[8] Mathematical explorations in contemporary statistics

On the volume of statistical manifolds. pdf

Talk. 2008, Sestri Levante, Italy.
[9] International Conference on Quantum Probability and Its Applications

On the curvature of the quantum state space with pull-back metrics. pdf

Talk. 2006, Greifswald, Germany.
[10] 25th QP Conference Quantum Probability and Related Topics

On the curvature of the space of density matrices. pdf

Talk. 2004, Bedlewo, Poland.
[11] V. Conference of the Hungarian Neuroscientists

Numerical simulations on the ontogeny of the frog's visual system.

Talk. 1998, Debrecen, Hungary.
[12] Fourteenth European Meeting on Cybernetics and Systems Research-1998

A self-organizing model of the ontogeny of the frog's visual system: the anisotropical development.

Talk. 1998, Wien, Austria.
[13] Volkswagen Budapest-Berlin Conference

Anisotropical development in the retinotectal map in the Xenopus.

Talk. 1998, Berlin, Germany.
[14] XXIII. National Conference of Undergraduate Researchers

On the role of self-excitation in the ontogeny of the frog's visual system.

Talk. 1997, Nyíregyháza, Hungary.
[15] IV. Conference of the Hungarian Neuroscientists

The mathematical model of the ontogeny of frog's visual system.

Poster. 1997, Gödöllő, Hungary.
[16] 4th Hungarian Vision Symposium

Modeling the ontogeny of the frog visual system.

Talk. 1997, Szeged, Hungary.
[17] Volkswagen Conference Budapest-Berlin

The modeling of ontogeny of frog's visual system with a self-organizing neural system.

Talk. 1997, Budapest, Hungary.
[18] 3rd Hungarian Vision Symposium

The modeling of ontogeny of frog's visual system with a multilevel neural system.

Talk. 1996, Budapest, Hungary.
[19] International Conference of Department of Biophysics KFKI RMKI of the Hungarian Academy of Sciences

A cortical network for visually-guided movements.

Talk. 1995, Budapest, Hungary.


Participant, organizer:

[1] Quantum Computer and Quantum Information
Summer school. 2001, Trento, Italy.
[2] Probability and Operator Algebras
Secretary of the conference. 2000, Göd, Hungary.