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Least constraint and contact dynamics of stochastic vector bundles
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DOI：10.1016/j.chaos.2025.117143.png)
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Abstract
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• Stochastic vector bundle’s probability space has natural contact structures. • The dynamics of stochastic vector bundles obeys least constraint theorem. • Contact-induced geometric forces govern stochastic motion on curved manifolds.
Keywords:
Stochastic vector bundles
Contact structures
Dynamical equations
Least constraint theorem
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