The study of nonplanar drawings of graphs with restricted crossing
confi...
We prove that for every planar graph X of treedepth h, there exists a
po...
Hadwiger's Conjecture asserts that every K_h-minor-free graph is properl...
We prove that for every tree T of radius h, there is an integer c such
t...
We prove that the linear chromatic number of any k× k pseudogrid is
Ω(k)...
We show that anagram-free vertex colouring a 2× n square grid requires
a...
Layered treewidth and row treewidth are recently introduced graph parame...
We describe a family of graphs with queue-number at most 4 but unbounded...
A (vertex) ℓ-ranking is a labelling φ:V(G)→ℕ of the
vertices of a graph ...
Layered pathwidth is a new graph parameter studied by Bannister et al (2...
We show that there exists an adjacency labelling scheme for planar graph...
We present the first universal reconfiguration algorithm for transformin...
Dujmović et al. (FOCS 2019) recently proved that every planar graph is a...
A colouring of a graph is "nonrepetitive" if for every path of even orde...
We show that planar graphs have bounded queue-number, thus proving a
con...
We prove that graphs with bounded degree and bounded Euler genus have bo...
For any constants d> 1, ϵ >0, t>1, and any n-point set
P⊂R^d, we show th...
We prove that a minor-closed class of graphs has bounded layered pathwid...
We study the question whether a crossing-free 3D morph between two
strai...
The crossing number of a graph is the minimum number of crossings in a
d...
This note proves that every graph of Euler genus μ is 2 +
√(3μ + 3) --c...
An obstacle representation of a graph is a mapping of the vertices onto
...
In an EPG-representation of a graph G each vertex is represented by a pa...
This paper studies questions about duality between crossings and
non-cro...
We study the following family of problems: Given a set of n points in
co...