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Continuous Families of Central Configurations for Even-Power Homogeneous Potentials TBYTWR87F3

URIm2://res/TBYTWR87F3
Kindpreprint
CreatorsPawel Nurowski
Date2026-10-02
MSC37-XX
Subjectsarxiv math.DS
Scopein

Expressions

e1: version, preprint

Languageen
Date2026-10-02
IdsarXiv 2610.04136

Items in this resource

The mentions of the inventory that name this resource. Each name links to the card of its inventory row.

ItemKindWhereSource
Even-power design theoremstatementtheorem 1.3arxiv
Generic recovery of the rotated blocksstatementlemma 4.1arxiv
An indecomposable weighted $2$-design not supported on a regular polygonstatementproposition 3.4arxiv
Generic moduli of independently rotated design blocksstatementtheorem 1.6arxiv
$k$-indecomposable weighted designdefinitiondefinition 3.1arxiv
Minimal positive weighted $2$-designsstatementtheorem 3.2arxiv
Relative rotations of central configurations from designsstatementcorollary 1.5arxiv
Angular rank at two regular polygonsstatementlemma 5.1arxiv
Arbitrarily dense finite central configurationsstatementcorollary 1.9arxiv
Regular polygonal and Platonic relative-rotation familiesstatementcorollary 1.7arxiv
Barycentric description of the fixed-support weightsstatementproposition 3.5arxiv
Generic finiteness for homogeneous potentialsproblemproblem 1.1arxiv
Multiparameter families from several design blocksstatementcorollary 1.8arxiv
Central homographic separation in arbitrary dimensionstatementproposition 2.1arxiv
Planar polygonal familiesstatementtheorem 1.10arxiv
Weighted spherical $k$-designdefinitiondefinition 1.2arxiv
Persistence under perturbation of the massesstatementtheorem 1.11arxiv
Standard closure of weighted spherical designsstatementlemma 1.4arxiv
Minimal positive weighted designs on the circlestatementtheorem 3.3arxiv

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