## Metric averages of one dimensional compact sets

- R Baier, N Dyn, E Farkhi
- Metric averages of one dimensional compact sets
- 2002

@inproceedings{Farkhi2002SerdicaMJ, title={Serdica Math J SPLINE SUBDIVISION SCHEMES FOR COMPACT SETS A SURVEY}, author={Elza Farkhi}, year={2002} }

- Published 2002

Attempts at extending spline subdivision schemes to operate on compact sets are reviewed The aim is to develop a procedure for ap proximating a set valued function with compact images from a nite set of its samples This is motivated by the problem of reconstructing a D object from a nite set of its parallel cross sections The rst attempt is limited to the case of convex sets where the Minkowski sum of sets is successfully ap plied to replace addition of scalars Since for nonconvex sets the… CONTINUE READING