OAI/Geometry/RuledCovering/ConvexBases.lean
6 declarations, 0 contain sorry, 0 declared as axioms
- lemma
OAI.RuledApproximation.IsParallelogram.convexline 14Source documentation
The shape predicate denotes a genuinely compact convex base, not merely four distinguished points or an unbounded affine plane.
Distinct definitions of this name: OAI/Geometry/CylinderCovering/Convexity/ParallelogramGeometry.lean:69 (different declaration text). Qualify references as OAI.RuledApproximation.IsParallelogram.convex@path.
lemma IsParallelogram.convex {E : Type*} [NormedAddCommGroup E] [NormedSpace ℝ E] {P : Set E} (hP : IsParallelogram P) : Convex ℝ P := by …Mentions: OAI.RuledApproximation.IsParallelogram
- lemma
OAI.RuledApproximation.IsTriangle.isCompactline 28 - lemma
OAI.RuledApproximation.IsTriangle.convexline 43 - lemma
OAI.RuledApproximation.Cylinder.parallelogram_compact_convexline 55 - lemma
OAI.RuledApproximation.Cylinder.triangle_compact_convexline 58 - lemma
OAI.RuledApproximation.IsSquareTile.compact_convexline 61