2 problems

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Dwork's classification conjecture for globally nilpotent second-order equations
A differential equation is globally nilpotent if its $p$ -curvature is nilpotent for almost all primes $p$ . A Gaussian hypergeometric equation is a differential equation associated…
Conjecturerefuteddifferential-equations global-nilpotence hypergeometric-functionsarXiv posted 2 days ago
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Global nilpotence conjecture for Fuchsian enumerative-combinatorics operators
Let a generating function from enumerative combinatorics be a solution of a Fuchsian linear differential equation, and let its corresponding linear differential operator be the ope…
Conjecturerefuteddifferential-equations enumerative-combinatorics global-nilpotencearXiv posted 2 days ago

Dwork's classification conjecture for globally nilpotent second-order equations