AbstractWe discuss the numerical solution of a system of ordinary differential equations that describe the mutual gravitational influence between three bodies. Several practical examples and some open problems are presented
The main topic of this work is the Restricted Three-Body Problem (R3BP) which is illustrated by solv...
This book, written for a general readership, reviews and explains the three-body problem in historic...
In this paper, the author deals with a well-known problem of Celestial Mechanics, namely the three-b...
AbstractWe discuss the numerical solution of a system of ordinary differential equations that descri...
Two fundamental problems of celestial mechanics are considered: the stellar or planetary three-body ...
We will discus about the gravitational interaction among three bodies in the case of that third body...
Let a number, N, of particles interact classically through Newton's Laws of Motion and Newton's inve...
Many binary star systems (e.g., pulsar-white dwarf) are known to possess significantly smaller compa...
The two-body problem consists of determining the motion of two gravitationally interacting bodies wi...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
As well know, the explicit solution of the classic gravitational N-body problem, does not exist, the...
This brief book provides an overview of the gravitational orbital evolution of few-body systems, in ...
AbstractA generalization of the famous restricted problem of three bodies in celestial mechanics is ...
A brief introduction to the circular restricted three-body problem (CR3BP) is given where a third bo...
In the framework of multi-body dynamics, successive encounters with a third body, even if well outsi...
The main topic of this work is the Restricted Three-Body Problem (R3BP) which is illustrated by solv...
This book, written for a general readership, reviews and explains the three-body problem in historic...
In this paper, the author deals with a well-known problem of Celestial Mechanics, namely the three-b...
AbstractWe discuss the numerical solution of a system of ordinary differential equations that descri...
Two fundamental problems of celestial mechanics are considered: the stellar or planetary three-body ...
We will discus about the gravitational interaction among three bodies in the case of that third body...
Let a number, N, of particles interact classically through Newton's Laws of Motion and Newton's inve...
Many binary star systems (e.g., pulsar-white dwarf) are known to possess significantly smaller compa...
The two-body problem consists of determining the motion of two gravitationally interacting bodies wi...
We introduce the $N$-body problem of mathematical celestial mechanics, and discuss its astronomical ...
As well know, the explicit solution of the classic gravitational N-body problem, does not exist, the...
This brief book provides an overview of the gravitational orbital evolution of few-body systems, in ...
AbstractA generalization of the famous restricted problem of three bodies in celestial mechanics is ...
A brief introduction to the circular restricted three-body problem (CR3BP) is given where a third bo...
In the framework of multi-body dynamics, successive encounters with a third body, even if well outsi...
The main topic of this work is the Restricted Three-Body Problem (R3BP) which is illustrated by solv...
This book, written for a general readership, reviews and explains the three-body problem in historic...
In this paper, the author deals with a well-known problem of Celestial Mechanics, namely the three-b...
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