OAI/NumberTheory/PiExponent/Geometry/SectionCartierRegular.lean

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5 declarations, 0 contain sorry, 0 declared as axioms

1. lemma OAI.PiExponent.NumericalAmpleness.mono_iso_inv_comp line 12

   Distinct definitions of this name: OAI/NumberTheory/PiExponent/Ampleness/NakaiCartier.lean:15 (same declaration text), OAI/NumberTheory/PiExponent/Cohomology/EulerSupportDimension.lean:43 (different declaration text). Qualify references as OAI.PiExponent.NumericalAmpleness.mono_iso_inv_comp@path.

2. theorem OAI.PiExponent.NumericalAmpleness.cartierPowerMultiply_mono_of_mono line 15
3. theorem OAI.PiExponent.NumericalAmpleness.regular_cartierPower_restriction_shortExact line 23
4. def OAI.PiExponent.NumericalAmpleness.regular_cartierPowerQuotientIso line 34
5. theorem OAI.PiExponent.NumericalAmpleness.regular_cartierPower_euler_difference line 46