Algorithms and Discrete Applied Mathematics

0-1 Timed Matching in Bipartite Temporal Graphs.- Partitioning cographs into two forests and one independent set.- Monitoring the edges of a graph using distances.- Forbidden structure characterization of graphs having a threshold cover of size two: a simpler proof using the lexicographic method.- Approximating Modular Decomposition is Hard.- Vertex Edge Dominating Set in Unit Disk Graphs.- Geometric Planar Networks on Bichromatic Points.- Algorithmic Aspects of Global Total k-Domination in Graphs.- Hardness and approximation for the geodetic set problem in some graph classes.- Maximum Weighted Edge Biclique Problem on Bipartite Graphs.- Determining Number of Generalized and Double Generalized Petersen Graph.- Self-centeredness of generalized Petersen Graphs.- Weak Roman Bondage Number of a Graph.- On the geodetic and hull numbers of shadow Graphs.- Indicated coloring of complete expansion and lexicographic product of graphs.- Smallest C2l+1-critical graphs of odd-girth 2k + 1.- Ramsey Numbers for Line Graphs.- On Cartesian products of signed graphs.- List distinguishing number of pth power of hypercube and Cartesian powers of a graph.- On Algebraic Expressions of Two-Terminal Directed Acyclic Graphs.- On the relative oriented clique number of planar graphs.- On the minimmum satisfiability problem.- Waiting for Trains: Complexity Results.- Oriented Diameter of Star Graphs.- Gathering over Meeting Nodes of Infinite Grid.- 0-1 Timed Matching in Bipartite Temporal Graphs.- Arbitrary Pattern Formation by Opaque Fat Robots with Lights.- Greedy universal cycle constructions for weak orders.- A New Model in Firefighting Theory.- An Algorithm for Strong Stability in the Student-Project Allocation Problem with Ties.- Overlaying a hypergraph with a graph with bounded maximum degree.- Parameterized Algorithms for Directed Modular Width.- On the Complexity of Spanning Trees with a Small Vertex Cover.- Minimum Conflict free Colouring Parameterized by Treewidth.- Planar projections of graphs.- New Algorithms and Bounds for Halving Pseudolines.- Algorithms for Radon Partitions with Tolerance.