The MPT-like transition conjecture for the forced glacial cycles model

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Let the system of equations be forced by time-dependent functions Q=Q(t)Q=Q(t) and s2=s2(t)s_2=s_2(t), and let T0(t)T_0(t) be the specified ramp function. MPT-like transition conjecture. The solutions of the initial-value problems for the system admit a transition in the dominant period and a transition in amplitude. This conjecture concerns whether time-dependent orbital forcing can reproduce a Mid-Pleistocene-transition-like change in the model's period and amplitude; the supplied text gives no rigorous resolution.

References

Primary source

Oleg Makarenkov and Esther Widiasih, “Bifurcation of Limit Cycles from a Fold-Fold Singularity in a Glacial Cycles Model”, arXiv:2511.02143 (2025).

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