M. Torda, I. Farkaš: Evaluation of information-theoretic measures in echo state networks on the edge of stability. 2018 International Joint Conference on Neural Networks (IJCNN). Rio de Janeiro, Brazil. 8-13 July 2018. | Link
Maximally Dense Crystallographic Symmetry Group Packings through Entropic Trust Region: An Information Geometric Perspective, Theory Cluster Meeting, 12 October 2023, Brunner Lecture theater, University of Liverpool, United Kingdom. Slides.
Maximally Dense Crystallographic Symmetry Group Packings through Entropic Trust Region: An Information Geometric Perspective, Applied Geometry and Topology network meeting, 21 September 2023, Materials Innovation Factory, University of Liverpool, United Kingdom. Slides.
Maximally Dense Crystallographic Symmetry Group Packings through Entropic Trust Region: An Information Geometric Perspective, CaLISTA Kick-off meeting, 5 – 9 June 2023, Department of Mathematics, University of Bologna, Italy. Slides.
Dense periodic packings in the light of crystal structure prediction, Soft Packings, Nested Clusters and Condensed Matter, 29 September – 4 October 2019 Banff International Research Station for Mathematical Innovation and Discovery, Casa Matemática Oaxaca, Mexico, Abstract: Link.
Geometry of the n-torus stochastic trust region method for materials discovery, The British Mathematical Colloquium (BMC) and the British Applied Mathematics Colloquium (BAMC), 6 – 9 April 2021 GLASGOW, Online. Abstract: Link.
Geometry of the Entropic Trust Region for Maximally Dense Crystallographic Symmetry Group Packings, Geometric Science of Information (GSI’23), 30 August-1 September 2023, Le Grand Large, Palais des Congrès, Saint Malo, France. Download poster: GSI23poster.pdf
Geometry of the n-torus entropic trust region packing algorithm, Conference on the Mathematics of Complex Data, 13-16 June 2022 KTH Royal Institute of Technology Stockholm, Sweden. Download poster: datalabPoster.pdf
Training school on Cartan Geometry, 04 – 08 September 2023, Masaryk University, Brno, Czech Republic.