Mathematicians find 12,000 new solutions to the three-body problem

Scientists from Sofia University in Bulgaria He made significant progress trying to solve the three-body problemA scientific dilemma that arose during the time of Isaac Newton.

The three-body problem involves predicting the synchronized motion of three celestial entities affected by gravitational pull, ensuring that they do not collide or separate.

During your last call, scientists identified 12,409 orbital configurations for triple systems with the same massIt remains consistent with the principles of Newtonian physics.

These newly discovered solutions remain subject to peer review but reveal new perspectives and avenues for further research. The three-body problem is complex because the addition of a third celestial entity can change the dynamics of the two-body system.

Scientists used supercomputers and neural networks to improve their calculations. There is still no universal solution to the three-body problem; but researchers are getting closer and uncovering solutions that can be applied to specific situations under certain constraints.

The team is investigating More than 300 new sets of periodic orbits on three freely falling bodies. The scientists focused on three identical objects to correct calculation errors and see if the orbits were stable, taking into account external factors such as distant celestial bodies or solar emissions.

Solutions that exhibit stability in three-body systems are rare, and scientists emphasize the theoretical implications of their work. Although these solutions are not directly related to the astronomical scenario, they provide relevant information about the spatial and temporal architectures of orbital configurations.

The research is publicly available and peer-reviewed on arXiv; This will allow for better refinement and validation of results.

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