Some weak indivisibility results in ultrahomogeneous metric spaces
/ Authors
/ Abstract
We study the validity of a partition property known as weak indivisibility for the integer and the rational Urysohn metric spaces. We also compare weak indivisibility to another partition property, called age-indivisibility, and provide an example of a countable ultrahomogeneous metric space which is age-indivisible but not weakly indivisible.
Journal: Eur. J. Comb.