Poster information

The useful area of the poster board is 90 cm at width and 125 cm at height. The recommended size for your poster is about the standing A0 standard (cca. 84 x 119 cm). Pins and adhesive tapes will be provided to fix the posters. Posters will be identified by posters numbers, which are printed in the final program.

ID	Name	Affiliation	Title
1	Anil Alan	University of Michigan	Robust safety filters: Safeguarding against uncertainty
2	Balázs János Békési	Budapest University of Technology and Economics	A new friction model with slipping in the sliding region
3	Dániel Bachrathy	Budapest University of Technology and Economics	Linear time complexity stability and periodic orbit calculation for 'any' delayed system
4	Balázs Bauer	Budapest University of Technology and Economics	Energy amplification in impacting oscillators
5	Leonardo Bettini	ETH Zürich	Model reduction to spectral submanifolds in non-smooth dynamical systems
6	Bálint Bodor	Budapest University of Technology and Economics	Iterative variational approaches in the control of nonlinear dynamical systems
7	Tamás Haba	Budapest University of Technology and Economics	Intersample vibrations in sampled-data mechanical systems
8	Giuseppe Habib	Budapest University of Technology and Economics	Model free fold bifurcation prediction via transient dynamics: experimental validation in the wheel shimmy problem
9	Hanna Zsófia Horváth	Budapest University of Technology and Economics	Balancing riderless e-scooters at zero speed
10	Dániel Jánosi	Eötvös Loránd University	Chaos in Hamiltonian systems subjected to parameter drift, and possible applications
11	Fanni Kádár	Budapest University of Technology and Economics	Local bifurcation analysis for valve dynamics
12	Ákos Köpeczi-Bócz	Budapest University of Technology and Economics	Identifying driver models with reaction time from heavy urban traffic data
13	Roshan Kaundinya	ETH Zürich	Time aperiodic spectral submanifold reduction with applications to soft robot control
14	Levente Mihályi	Budapest University of Technology and Economics	How we ride the electric unicycle
15	Dóra Patkó	Budapest University of Technology and Economics	Rapid algorithm for estimating dynamical integrity of periodic orbits
16	Henrik Sykora	Budapest University of Technology and Economics	Bifurcation diagrams for strongly noisy bistable oscillators via CBC
17	Márton Szabó	Budapest University of Technology and Economics	Stability of self-synchronization for vibrating screens
18	Szaksz Bence	Budapest University of Technology and Economics	Spectral submanifolds in nonlinear time delay systems
19	Rudolf Tóth	Budapest University of Technology and Economics	Bifurcations of digital cruise control induced by aerodynamic drag
20	Dénes Takács	Budapest University of Technology and Economics	Tire modeling for electric unicycles
21	Muhammad Tanaveer	University of Udine	Sparse identification of nonlinear dynamics for delay and stochastic differential equations
22	Máté Vizi	Budapest University of Technology and Economics	Maneuvering an autonomous unicycle
23	Illés Vörös	University of Michigan	Safety Filter for Lane-Keeping Control of Automated Vehicles
24	Balázs Endrész	Budapest University of Technology and Economics	Furuta-pendulum designed for visual balancing
25	Zalán Sándor	Budapest University of Technology and Economics	Force system on cutting tool's flank face caused by workpiece elastic deformation
26	Shaoyi Lu	Nanjing University of Aeronautics and Astronautics	Switched control strategy in human balancing on a sinusoidally moving platform
27	Xiaolei Du	Northwestern Polytechnical University	Northwestern Polytechnical University
28	Jialin Li	Hefei University of Technology	Exploring the optimal feedback delays of a lane-keeping controller
29	Zsolt Iklódi	Budapest University of Technology and Economics	Stability of turning in the presence of distributed neutral feedback delay