Angela Perdiou
Angela Perdiou
Assistant Professor of Applied Mathematics, Department of Civil Engineering, University of Patras
Verified email at
Cited by
Cited by
The Sitnikov family and the associated families of 3D periodic orbits in the photogravitational RTBP with oblateness
VS Kalantonis, EA Perdios, AE Perdiou
Astrophysics and Space Science 315, 323-334, 2008
Periodic orbits of the Hill problem with radiation and oblateness
AE Perdiou, EA Perdios, VS Kalantonis
Astrophysics and Space Science 342, 19-30, 2012
The Hill problem with oblate secondary: Numerical Exploration
AE Perdiou, VV Markellos, CN Douskos
Earth, Moon, and Planets 97, 127-145, 2005
The photogravitational Hill problem with oblateness: equilibrium points and Lyapunov families
MP Markakis, AE Perdiou, CN Douskos
Astrophysics and space science 315, 297-306, 2008
Application of the characteristic bisection method for locating and computing periodic orbits in molecular systems
MN Vrahatis, AE Perdiou, VS Kalantonis, EA Perdios, K Papadakis, ...
Computer Physics Communications 138 (1), 53-68, 2001
Computing with certainty individual members of families of periodic orbits of a given period
VS Kalantonis, EA Perdios, AE Perdiou, MN Vrahatis
Celestial Mechanics and Dynamical Astronomy 80 (2), 81-96, 2001
Deflation techniques for the determination of periodic solutions of a certain period
VS Kalantonis, EA Perdios, AE Perdiou, O Ragos, MN Vrahatis
Astrophysics and space science 288, 489-497, 2003
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†…
J Singh, AE Perdiou, JM Gyegwe, EA Perdios
Applied Mathematics and Computation 325, 358-374, 2018
Equilibrium points and related periodic motions in the restricted three-body problem with angular velocity and radiation effects
EA Perdios, VS Kalantonis, AE Perdiou, AA Nikaki
Advances in Astronomy 2015, 2015
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
J Singh, VS Kalantonis, JM Gyegwe, AE Perdiou
The Astrophysical Journal Supplement Series 227 (2), 13, 2016
A quantized HillĘs dynamical system
EI Abouelmagd, VS Kalantonis, AE Perdiou
Advances in Astronomy 2021, 1-7, 2021
On the stability of the triangular equilibrium points in the elliptic restricted three-body problem with radiation and oblateness
VS Kalantonis, AE Perdiou, EA Perdios
Mathematical Analysis and Applications, 273-286, 2019
Periodic orbits around the collinear equilibrium points for binary Sirius, Procyon, Luhman 16, Š-Centuari and Luyten 726-8 systems: the spatial case
J Singh, AE Perdiou, JM Gyegwe, VS Kalantonis
Journal of Physics Communications 1 (2), 025008, 2017
Asymptotic orbits in HillĘs problem when the larger primary is a source of radiation
VS Kalantonis, AE Perdiou, CN Douskos
Applications of Nonlinear Analysis, 523-535, 2018
Periodic motions in the spatial Chermnykh restricted three-body problem
AE Perdiou, AA Nikaki, EA Perdios
Astrophysics and Space Science 345, 57-66, 2013
On the application of optimization methods to the determination of members of families of periodic solutions
VS Kalantonis, EA Perdios, AE Perdiou, O Ragos, MN Vrahatis
Astrophysics and space science 288, 479-488, 2003
The three-body interaction effect on the families of 3D periodic orbits associated to Sitnikov motion in the circular restricted three-body problem
O Ragos, AE Perdiou, EA Perdios
The Journal of the Astronautical Sciences 67, 28-58, 2020
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
AE Vincent, AE Perdiou, EA Perdios
Frontiers in Astronomy and Space Sciences 9, 877459, 2022
Lie series solution of the bicircular problem
EI Abouelmagd, R Mia, AE Perdiou
Results in Physics 31, 104848, 2021
Poynting–Robertson and oblateness effects on the equilibrium points of the perturbed R3BP: Application on Cen X-4 binary system
AE Vincent, AE Perdiou
Nonlinear Analysis, Differential Equations, and Applications, 131-147, 2021
The system can't perform the operation now. Try again later.
Articles 1–20