The metric dimension has been introduced independently by Harary, Melter...
We consider spanning trees of n points in convex position whose edges ar...
Given two k-dicolourings of a digraph D, we prove that it is
PSPACE-comp...
Understanding the behavior of a black-box model with probabilistic input...
We show that every 3-connected K_2,ℓ-minor free graph with minimum
degre...
The independent set reconfiguration problem asks whether one can transfo...
A coloring of a digraph is a partition of its vertex set such that each ...
Robustness studies of black-box models is recognized as a necessary task...
In the Token Sliding problem we are given a graph G and two independent
...
A graph vertex-subset problem defines which subsets of the vertices of a...
The discharging method is a powerful proof technique, especially for gra...
Given a graph G and two independent sets I_s and I_t of size k, the
inde...
Recoloring a graph is about finding a sequence of proper colorings of th...
Local certification consists in assigning labels (called certificates)
t...
We investigate the complexity of finding a transformation from a given
s...
The metric dimension dim(G) of a graph G is the minimum cardinality of a...
A (unit) disk graph is the intersection graph of closed (unit) disks in ...
The graph model checking problem consists in testing whether an input gr...
One of the fundamental and most-studied algorithmic problems in distribu...
Local certification consists in assigning labels to the nodes of a netwo...
In a (parameterized) graph edge modification problem, we are given a gra...
We study the dominating set reconfiguration problem with the token slidi...
Two (proper) colorings of a graph are adjacent if they differ on exactly...
The asymptotic dimension is an invariant of metric spaces introduced by
...
In this paper we study fractional coloring from the angle of distributed...
In the Token Jumping problem we are given a graph G = (V,E) and two
inde...
Given a graph G and an integer k, a token addition and removal (TAR
for ...
Let G be a graph and T_1,T_2 be two spanning trees of G. We say that
T_1...
We prove that for every integer t> 1 there exists a constant c_t such
th...
Let G=(V,E) be a graph. A (proper) k-edge-coloring is a coloring of the
...
Maximum Independent Set (MIS for short) is in general graphs the paradig...
Let k and d be such that k > d+2. Consider two k-colorings of a
d-degene...
We study the perfect matching reconfiguration problem: Given two perfect...
Let k and d be such that k > d+2. Consider two k-colourings of a
d-degen...
Imagine that unlabelled tokens are placed on the edges of a graph, such ...
In this paper, we investigate the complexity of Maximum Independent Set ...
A graph G realizes the degree sequence S if the degrees of its vertices
...
Stochastic inversion problems arise when it is wanted to estimate the
pr...
Uncertain information on input parameters of reliability models is usual...
We propose a polynomial-time algorithm which takes as input a finite set...
This paper is concerned with efficiently coloring sparse graphs in the
d...
The digitalization of stored information in hospitals now allows for the...
A major issue of extreme value analysis is the determination of the shap...