Feb 3, 2021 · Title:Inducibility and universality for trees ... Abstract:We answer three questions posed by Bubeck and Linial on the limit densities of subtrees ...
Finally, we construct a universal sequence of trees; that is, a sequence in which the limit density of any tree is positive. Mathematics Subject Classifications ...
Jun 29, 2022 · Finally, we construct a universal sequence of trees; that is, a sequence in which the limit density of any tree is positive. 1 Introduction.
Finally, we construct a universal sequence of trees; that is, a sequence in which the limit density of any tree is positive. Original language, English.
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We answer three questions posed by Bubeck and Linial on the limit densities of subtrees in trees. We prove there exist positive $\varepsilon_1$ and ...
Sep 10, 2024 · Finally, we construct a universal sequence of trees; that is, a sequence in which the limit density of any tree is positive. ResearchGate Logo.
Oct 22, 2024 · Download Citation | On Oct 12, 2022, Timothy F. N. Chan and others published Inducibility and universality for trees | Find, read and cite ...
Inducibility and universality for trees. By Timothy F. N. Chan and others. We answer three questions posed by Bubeck and Linial on the limit densities of ...
Inducibility and universality for trees · Bojan Mohar. Combinatorial Theory ... trees and the inducibility of Q4 in ternary trees from above. The ...
For the inducibility of arbitrary d-ary trees, our approach yields both a general lower bound (Theorem 2.3) and an upper bound (Proposition 3.1). In both cases, ...