Knauf A, Montgomery R (2023)
Publication Type: Journal article
Publication year: 2023
Book Volume: 28
Pages Range: 628-658
Journal Issue: 4
DOI: 10.1134/S1560354723040081
For Nbodies moving in Euclidean d-space under the influence of ahomogeneous pair interaction wecompactify every center of mass energy surface, obtaining a (Formula presented.)-dimensional manifold with corners in the sense of Melrose.After a time change, the flow on this manifold is globally definedand nontrivial on the boundary.
APA:
Knauf, A., & Montgomery, R. (2023). Compactification of the Energy Surfaces for NBodies. Regular & Chaotic Dynamics, 28(4), 628-658. https://doi.org/10.1134/S1560354723040081
MLA:
Knauf, Andreas, and Richard Montgomery. "Compactification of the Energy Surfaces for NBodies." Regular & Chaotic Dynamics 28.4 (2023): 628-658.
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