Diameter bounds for equal area partitions of the unit sphere
The recursive zonal equal area (EQ) sphere partitioning algorithm is a practical algorithm for partitioning higher dimensional spheres into regions of equal area and small diameter. Another such construction is due to Feige and Schechtman. This paper gives a proof for the bounds on the diameter of regions for each of these partitions.
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|Source:||Electronic Transactions on Numerical Analysis|
|01_Leopardi_Diameter_bounds_for_equal_area_2009.pdf||180.65 kB||Adobe PDF||Request a copy|
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