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14. Grinding assemblies
A rectifiable set is a multi-dimensional extension of the classical notion of a rectifiable curve. It has properties similar to those of the continuously differentiable topological varieties used in differential geometry.
14.1 Rectifiable and countably rectifiable sets
The relevant subsets of in the sense of geometric measure theory are the rectifiable sets, which are considered as generalized continuously differentiable topological varieties.
Definition (rectifiable set). A subset Xm-rectifiable is a set X
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Grinding assemblies
Gross and Favard m-dimensional measurements
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