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``Twist vectors'' for central configuration equations - MaRDI portal

``Twist vectors'' for central configuration equations (Q6643700)

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scientific article; zbMATH DE number 7949682

Language	Label	Description	Also known as
English	``Twist vectors'' for central configuration equations	scientific article; zbMATH DE number 7949682

Statements

scholarly article

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``Twist vectors'' for central configuration equations (English)

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Marshall Hampton

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Celestial Mechanics and Dynamical Astronomy

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publication date

26 November 2024

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MaRDI profile type

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Integral manifolds of the \(N\)-body problem

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The \(n\)-body problem and mutual distances

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Central configurations of four bodies with one inferior mass

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Bifurcations and Enumeration of Classes of Relative Equilibria in the Planar Restricted Four-Body Problem

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Linear instability of relative equilibria for \(n\)-body problems in the plane

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Morse theory indomitable

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On the integral manifolds of the n-body problem

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Sur certaines trajectoires du problème des \(n\) corps.

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Bifurcation of Relative Equilibria of the (1+3)-Body Problem

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Symmetry and Asymmetry in the $1+N$ Coorbital Problem

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Collision Singularities in Celestial Mechanics

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Planar \(N\)-body central configurations with a homogeneous potential

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Finiteness of relative equilibria of the four-body problem

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Stability of relative equilibria and Morse index of central configurations

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Sulle equazioni differenziali canoniche del moto di un sistema di vortici elementari, rettilinei e paralleli, in un fluido incompressibile indefinito.

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On the central configurations of the planar restricted four-body problem

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Bifurcations of relative equilibria in the 4- and 5-body problem

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Bifurcations of Relative Equilibria in the <i>N</i>-Body and Kirchhoff Problems

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Orbits of the Three-Body Problem Which Pass Infinitely Close to Triple Collision

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Chaotic dynamics near triple collision

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Generic finiteness for Dziobek configurations

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Central Configurations

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Existence of symmetric central configurations

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Stationary configurations for co-orbital satellites with small arbitrary masses

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Linear stability of the elliptic Lagrangian triangle solutions in the three-body problem

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On Laplace's three particles, with a supplement on the stability of steady motion.

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On the manifolds of total collapse orbits and of completely parabolic orbits for the n-body problem

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Continuation and bifurcations of concave central configurations in the four and five body-problems for homogeneous force laws

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Relative equilibrium solutions in the four body problem

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Mathematical problems for the next century

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Identifiers

Mathematics Subject Classification ID

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zbMATH DE Number

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10.1007/S10569-024-10222-2

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Sitelinks

Mathematics(1 entry)

mardi Publication:6643700

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