In this paper we show the existence of new families of spatial central configurations for the 7-body problem. In the studied spatial central configurations, six bodies are at the vertices of two equilateral triangles , and one body is located out of the parallel distinct planes containing and . The results have simple and analytic proofs
We study planar central configurations of the five-body problem where three bodies, m1,m2 and m3, ar...
AbstractIt is known that a central configuration of the planar four body problem consisting of three...
We analyze the families of central configurations of the spatial 5-body problem with four masses eq...
In this paper we show the existence of three new families of stacked spatial central configurations ...
In this paper we show the existence of new families of convex and concave spatial central configurat...
In this paper, we show the existence of new families of spatial central configurations for the n + 3...
A Central Configuration (CC) is a special arrangement of masses in the n-body problem where the grav...
In this article we study central configurations of the (n+1)-body problem. For the planar (n+1)-body...
In this paper we give a complete description of the families of central configurations of the planar...
The N-body problem qualifies as the problem of the twenty-first century because of its fundamental i...
We show the existence of a family of stacked central configurations in the planar five-body problem ...
We show the existence of central configurations in the planar five-body problem where four bodies ar...
In this paper we give a complete description of the families of central configurations of the plana...
We study convexity and symmetry of central configurations in the five body problem when three of the...
AbstractWe give a simple proof of a classical result of MacMillan and Bartky (Trans. Amer. Math. Soc...
We study planar central configurations of the five-body problem where three bodies, m1,m2 and m3, ar...
AbstractIt is known that a central configuration of the planar four body problem consisting of three...
We analyze the families of central configurations of the spatial 5-body problem with four masses eq...
In this paper we show the existence of three new families of stacked spatial central configurations ...
In this paper we show the existence of new families of convex and concave spatial central configurat...
In this paper, we show the existence of new families of spatial central configurations for the n + 3...
A Central Configuration (CC) is a special arrangement of masses in the n-body problem where the grav...
In this article we study central configurations of the (n+1)-body problem. For the planar (n+1)-body...
In this paper we give a complete description of the families of central configurations of the planar...
The N-body problem qualifies as the problem of the twenty-first century because of its fundamental i...
We show the existence of a family of stacked central configurations in the planar five-body problem ...
We show the existence of central configurations in the planar five-body problem where four bodies ar...
In this paper we give a complete description of the families of central configurations of the plana...
We study convexity and symmetry of central configurations in the five body problem when three of the...
AbstractWe give a simple proof of a classical result of MacMillan and Bartky (Trans. Amer. Math. Soc...
We study planar central configurations of the five-body problem where three bodies, m1,m2 and m3, ar...
AbstractIt is known that a central configuration of the planar four body problem consisting of three...
We analyze the families of central configurations of the spatial 5-body problem with four masses eq...