2 problems

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Berger et al.'s Jeffreys prior conjecture for the triangular distribution
Let the parameter $\theta$ of the triangular distribution have parameter space $(0,1)$ , and let the Jeffreys prior be the prior proportional to the positive square root of the dete…
Conjectureopenbayesian-statistics jeffreys-prior triangular-distributionarXiv posted 2 days ago
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The Shtarkov–Jeffreys finiteness conjecture
Shtarkov–Jeffreys finiteness conjecture. The Shtarkov integral is finite if and only if the corresponding Jeffreys integral is finite. This conjecture concerns when the original no…
Conjectureopenjeffreys-prior minimum-description-length normalized-maximum-likelihoodarXiv posted 2 days ago

Berger et al.'s Jeffreys prior conjecture for the triangular distribution