53 citations · 102 across the 10 of their papers we have counts for
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Classification of Symmetric Four-Body Dziobek Central Configurations and Application to the Earth--Moon System
Zalán Czirják, Bálint Érdi, Emese Forgács-Dajka
Central configurations are fundamental equilibrium solutions of the Newtonian -body problem and play a key role in understanding the structure and dynamics of gravitational syst…
Application of the Shannon entropy in the planar (non-restricted) four-body problem: the long-term stability of the Kepler-60 exoplanetary system
Emese Kővári, Bálint Érdi, Zsolt Sándor
In this paper, we present an application of the Shannon entropy in the case of the planar (non-restricted) four-body problem. Specifically, the Kepler-60 extrasolar system is being…
A fast method to identify mean motion resonances
E. Forgács-Dajka, Zs. Sándor, B. Érdi
The identification of mean motion resonances in exoplanetary systems or in the Solar System might be cumbersome when several planets and large number of smaller bodies are to be co…
Stability and secondary resonances in the spatial restricted three-body problem for small mass ratios
Richard Schwarz, Akos Bazso, Balint Erdi +1
This paper is devoted to the study of secondary resonances and the stability of the Lagrangian point L4 in the spatial restricted three-body problem for moderate mass ratios (mu),…
Stability of librational motion in the spatial circular restricted three-body problem for high inclinations and mass ratios
Ákos Bazsó, Richard Schwarz, Bálint Érdi +1
In the spatial circular restricted three-body problem librational motion around the Lagrangian points and exists up to high inclinations of the massless object. We repo…
Frequencies and resonances around in the elliptic restricted three-body problem
R. Rajnai, I. Nagy, B. Érdi
The stability of the Lagrangian point is investigated in the elliptic restricted three-body problem by using Floquet's theory. Stable and unstable domains are determined in t…