Approximating the ball by a minkowski sum of segments with equal length |
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| Authors: | Jean Bourgain Joram Lindenstrauss |
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| Institution: | (1) I.H.E.S., Bures-sur-Yvette, France;(2) Hebrew University, Jerusalem, Israel |
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| Abstract: | It is proved that forn  2 the Euclidean ballB
n can be approximated up to (in the Hausdorff distance) by a zonotope havingN summands of equal length withN  c(n)(
–2|log|)(n–1)/(n+2).Research supported in part by the U.S.-Israeli Binational Science Foundation. Please see the Editors' note on the first page of the preceding paper.] |
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