Get started
Author

Angela E. Perdiou

Observed names: A E Perdiou, A. E. Perdiou, A.E. Perdiou, Angela Perdiou
Observed institution: University of Patras
ORCID: 0000-0001-9020-8064
Observed ORCID: 0000-0001-9020-8064
OpenAlex ID: A5028496654
Periodic orbits of the Hill problem with radiation and oblateness
2012 · A. E. Perdiou, E. A. Perdios, et al. · Astrophysics and Space Science · 34
The Sitnikov family and the associated families of 3D periodic orbits in the photogravitational RTBP with oblateness
2008 · V. S. Kalantonis, E. A. Perdios, et al. · Astrophysics and Space Science · 33
The Hill Problem With Oblate Secondary: Numerical Exploration
2005 · A.E. Perdiou, V.V. Markellos, et al. · Earth Moon and Planets · 30
PDF
The photogravitational Hill problem with oblateness: equilibrium points and Lyapunov families
2008 · M. P. Markakis, A. E. Perdiou, et al. · Astrophysics and Space Science · 28
Computing with certainty individual members of families of periodic orbits of a given period
2001 · V. S. Kalantonis, E. A. Perdios, et al. · Celestial Mechanics and Dynamical Astronomy · 24
Application of the Characteristic Bisection Method for locating and computing periodic orbits in molecular systems
2001 · M.N. Vrahatis, A.E. Perdiou, et al. · Computer Physics Communications · 21
The Three-Body Interaction Effect on the Families of 3D Periodic Orbits Associated to Sitnikov Motion in the Circular Restricted Three-Body Problem
2019 · Omiros Ragos, Angela E. Perdiou, et al. · The Journal of the Astronautical Sciences · 16
Periodic Motions Around the Collinear Equilibrium Points of the R3bp Where the Primary Is a Triaxial Rigid Body and the Secondary Is an Oblate Spheroid
2016 · Jagadish Singh, V. S. Kalantonis, et al. · The Astrophysical Journal Supplement Series · 16
PDF
Equilibrium points and Lyapunov families in the circular restricted three-body problem with an oblate primary and a synchronous rotating dipole secondary: Application to Luhman-16 binary system
2023 · A.E. Vincent, G.A. Tsirogiannis, et al. · New Astronomy · 15
Existence and Stability of Equilibrium Points in the R3BP With Triaxial-Radiating Primaries and an Oblate Massless Body Under the Effect of the Circumbinary Disc
2022 · A. E. Vincent, A. E. Perdiou, et al. · Frontiers in Astronomy and Space Sciences · 15
PDF
A Quantized Hill’s Dynamical System
2021 · Elbaz I. Abouelmagd, Vassilis S. Kalantonis, et al. · Advances in Astronomy · 15
PDF
Periodic solutions around the collinear equilibrium points in the perturbed restricted three-body problem with triaxial and radiating primaries for binary HD 191408, Kruger 60 and HD 155876 systems
2018 · Jagadish Singh, A.E. Perdiou, et al. · Applied Mathematics and Computation · 15
Equilibrium Points and Related Periodic Motions in the Restricted Three-Body Problem with Angular Velocity and Radiation Effects
2015 · E. A. Perdios, V. S. Kalantonis, et al. · Advances in Astronomy · 15
PDF
On the Stability of the Triangular Equilibrium Points in the Elliptic Restricted Three-Body Problem with Radiation and Oblateness
2019 · Vassilis S. Kalantonis, Angela E. Perdiou, et al. · Springer optimization and its applications · 12
Deflation techniques for the determination of periodic solutions of a certain period
2003 · V.S. Kalantonis, E.A. Perdios, et al. · Astrophysics and Space Science · 12
Lie series solution of the bicircular problem
2021 · Elbaz I. Abouelmagd, Rajib Mia, et al. · Results in Physics · 11
PDF
Periodic orbits around the collinear equilibrium points for binary Sirius, Procyon, Luhman 16,α-Centuari and Luyten 726-8 systems: the spatial case
2017 · Jagadish Singh, A E Perdiou, et al. · Journal of Physics Communications · 9
PDF
Asymptotic Orbits in Hill’s Problem When the Larger Primary is a Source of Radiation
2018 · Vassilis S. Kalantonis, Angela E. Perdiou, et al. · Springer optimization and its applications · 8
Periodic motions in the spatial Chermnykh restricted three-body problem
2013 · A. E. Perdiou, A. A. Nikaki, et al. · Astrophysics and Space Science · 8
Out-of-Plane Equilibrium Points in the Photogravitational Hill Three-Body Problem
2024 · Aguda E. Vincent, George A. Tsirogiannis, et al. · Symmetry · 7
PDF
Poynting–Robertson and Oblateness Effects on the Equilibrium Points of the Perturbed R3BP: Application on Cen X-4 Binary System
2021 · Aguda Ekele Vincent, Angela E. Perdiou · Springer optimization and its applications · 7
Existence and Stability of Equilibrium Points Under the Influence of Poynting–Robertson and Stokes Drags in the Restricted Three-Body Problem
2021 · Aguda Ekele Vincent, Angela E. Perdiou · Springer optimization and its applications · 7
Multiple Periodic Orbits in the Hill Problem with Oblate Secondary
2008 · A. E. Perdiou · Earth Moon and Planets · 5
On the application of optimization methods to the determination of members of families of periodic solutions
2003 · V.S. Kalantonis, E.A. Perdios, et al. · Astrophysics and Space Science · 5
On the Stability of the Triangular Equilibrium Points in the Photogravitational R3BP with an Oblate Infinitesimal and Triaxial Primaries for the Binary Lalande 21258 System
2022 · Jessica Mrumun Gyegwe, Aguda Ekele Vincent, et al. · Springer optimization and its applications · 4
Works count: 33
Citation count: 387
H-index: 13
I10-index: 16
Year
Topic
Type