Vesna Gotovac, Kateřina Helisova, Lev B. Klebanov, Irina V. Volchenkova
Published 2017-12-26Version 1
A new definition of random sets is proposed. It is based on the distance in measurable space and uses negative definite kernels for continuation from initial space to that of random sets. This approach has no connection to Hausdorff distance between sets. Key words: random sets; measurable space; negative definite kernels; Hilbert space isometries.
Bivariate fluctuations for the number of arithmetic progressions in random sets
Random sets and intersections
Intersections of random sets
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