OAI/Geometry/RuledCovering/Singular.lean

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5 declarations, 0 contain sorry, 0 declared as axioms

1. lemma OAI.RuledApproximation.singular_hyperbolic_eventually line 14
2. lemma OAI.RuledApproximation.singular_scaled_smoothNear line 42
3. lemma OAI.RuledApproximation.physicalWeight_neg line 47
4. lemma OAI.RuledApproximation.singularUpper_image line 50
5. theorem OAI.RuledApproximation.singular line 69

   Source documentation

   Singular-field approximation. The positive parameter is fixed before choosing either finite approximation, and both errors use its strict saving.

   theorem singular : SingularStatement := by
   …

   Mentions: OAI.RuledApproximation.SingularStatement