Abstract
We show that the set of local maxima of the distance function to a set of points P in the plane, given certain density and packing restrictions, is also dense.
- Title
- Density of Local Maxima of the Distance Function to a Set of Points in the Plane
- Author/Creator
- Nina Amenta - University of California, DavisErin Wolf Chambers - Saint Louis UniversityTegan Emerson - Colorado State UniversityRebecca Glover - University of St. Thomas - MinnesotaKatharine Turner - Australian National UniversityShirley Yap - California State University, East Bay
- Publication Details
- Research in Computational Topology, pp.115-123
- Series
- Association for Women in Mathematics Series
- Publisher
- Springer International Publishing; Cham
- Academic Unit
- Mathematics
- Language
- English
- Resource Type
- Book chapter
- Record Identifier
- 991015165573003691