In this paper we propose a notion of pattern avoidance in binary trees t...
In this paper, we present a new framework that exploits combinatorial
op...
In 1993, Savage, Squire, and West described an inductive construction fo...
We say that a Hamilton cycle C=(x_1,…,x_n) in a graph G is
k-symmetric, ...
A combinatorial Gray code for a class of objects is a listing that conta...
Given integers k≥ 2 and a_1,…,a_k≥ 1, let
a:=(a_1,…,a_k) and n:=a_1+⋯+a_...
An elimination tree for a connected graph G is a rooted tree on the
vert...
A generic rectangulation is a partition of a rectangle into finitely man...
The well-known middle levels conjecture asserts that for every integer n...
In this paper we investigate the structure of a flip graph on non-crossi...
The central levels problem asserts that the subgraph of the
(2m+1)-dimen...
In this work we present a general and versatile algorithmic framework fo...
Flip graphs are a ubiquitous class of graphs, which encode relations ind...
The n-cube is the poset obtained by ordering all subsets of
{1,...,n} by...
An L-shaped embedding of a tree in a point set is a planar drawing of th...
It is shown that shift graphs can be realized as disjointness graphs of
...
We consider the problem of constructing a cyclic listing of all bitstrin...
For integers k≥ 1 and n≥ 2k+1, the Kneser graph K(n,k) is the
graph whos...
Consider the graph that has as vertices all bitstrings of length 2n+1 wi...