Defines Bernstein-Sato roots for D-modules in positive characteristic as p-adic integers and proves they are finite and rational for locally finitely generated unit F^e-modules on finite type schemes over F-finite fields.
Grothendieck, given at Harvard 1963/64, With an appendix by P
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Bernstein--Sato Theory for D-modules in Positive Characteristic
Defines Bernstein-Sato roots for D-modules in positive characteristic as p-adic integers and proves they are finite and rational for locally finitely generated unit F^e-modules on finite type schemes over F-finite fields.