Multi-center MICZ-Kepler systems
Armen Nersessian, Vadim Ohanyan
TL;DR
This paper explores classical solutions for multi-center MICZ-Kepler systems on curved spaces, extending the two-center solutions and proposing a new multi-center model with specific geometric properties.
Contribution
It introduces a novel multi-center MICZ-Kepler model on curved spaces with $so(3)$-invariant conformal flat metrics, expanding the understanding of these systems.
Findings
Classical solutions for two-center MICZ-Kepler systems are presented.
A new multi-center MICZ-Kepler model on curved spaces is proposed.
The model incorporates $so(3)$-invariant conformal flat metrics.
Abstract
We present the classical solutions of the two-center MICZ-Kepler and MICZ-Kepler-Stark systems. Then we suggest the model of multi-center MICZ-Kepler system on the curved spaces equipped with -invariant conformal flat metrics.
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