We want to find a colored Tverberg partition, that is, pairwise disjoint rainbow faces [F.
Since we are interested in pairwise disjoint faces [F.
x])}x[member of][OMEGA]] consists of pairwise disjoint cubes, then the number of cubes \I\ in the subfamily satisfies the inequality
and which can be split into a finite number of subfamilies of pairwise disjoint cubes [[pi].
alpha]] are pairwise disjoint
and there is a bijection [f.
of pairwise disjoint open intervals such that [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] (say) is countable and such that each [J'sub.
To each n, find a sequence of pairwise disjoint open intervals such that [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII] and such that [?
i], i [member of] I) of pairwise disjoint polygons.
Note that [chi]Z and [chi][partial derivative]Z are not affected by a shift of the connected components of Z as long as they remain mutually pairwise disjoint.
These positroid cells are pairwise disjoint
, and the union [MATHEMATICAL EXPRESSION NOT REPRODUCIBLE IN ASCII], taken over all [?