6. Regularity of curves and surfaces
A curve or surface is said to be regular if its behavior is not pathological according to the mathematical frame of reference used (e.g. differentiability or rectifiability).
6.1 Grindability
Definition (rectifiability). A non-empty subset of
-mesurable is (countably) m-rectifiable if there exists a countable number of Lipchitzian applications
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Regularity of curves and surfaces
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