6 problems
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Generality of the low-energy twice-monotonic solution
Generality conjecture. The constructed solution is the general solution at low energies.
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Non-integrability conjecture for generic polynomial potentials in the relativistic model
Non-integrability conjecture. There are no other integer solutions of the displayed relation with for beyond the one…
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Integrability conjecture for relativistic systems with non-radial potentials
Integrability conjecture. It seems premature to conjecture that only systems with radial potentials and potentials depending on one variable are integrable.
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The asymptotic restoration conjecture for the no-interaction theorem
Asymptotic restoration conjecture. The validity of the no-interaction theorem could be restored by introducing a suitable asymptotic approximation for the -body system dynamics.
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The constrained-dynamics conjecture for avoiding the Currie no-interaction theorem
Constrained-dynamics conjecture. The limitations imposed by the Currie no-interaction theorem might be avoided by formulating the dynamics with constrained dynamics in a super-abun…
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The binding-energy maximum conjecture for steady-state sequences
Let a steady-state sequence be a one-parameter family of spherically symmetric static solutions of the Einstein–Vlasov system, and let the fractional binding energy of a steady sta…