Algorithms and Discrete Applied Mathematics

.- Addressing Bias in Algorithmic Solutions: Exploring Vertex Cover and Feedback Vertex Set.

.- Graceful coloring is computationally hard.

.- Parameterized Complexity of Coupon Coloring of Graphs.

.- Spectra of eccentricity matrices of product of graphs.

.- Almost Empty Monochromatic Polygons in Planar Point Sets.

.- On the parameterized Complexity of Odd Coloring.

.- On full-separating sets in graphs.

.- Polynomial time algorithms for Hop domination.

.- Charging Station Placement for Limited Energy Robots.

.- Multipacking in Euclidean Plane.

.- Partial Domination in Some Geometric Intersection Graphs.

.- Generalized Lettericity of Graphs.

.- Polynomial-time algorithms for PATH COVER on trees and graphs of bounded treewidth.

.- Fast FPT Algorithms for Grundy Number on Dense Graphs.

.- On a Tight Bound for the Maximum Number of Vertices that Belong to Every Metric Basis.

.- Algorithms and hardness results for the (3,1)-cover problem.

.- Extension Perfect Roman Domination.

.- A sub-quadratic algorithm for the minsum one sink location problem on balanced binary tree networks.

.- Two Step Graph Protection Game.

.- Bipartite Domination in Graphs: Complexity and Algorithms.

.- Packing sets of paths, stars and triangles: tractability and approximability.

.- Structural Parameterization of Minus Domination.

.- An algebraic characterization of strong graphs.

.- There are finitely many uniformly most reliable graphs of corank 5.

.- Helly Number, Radon Number and Rank in $Delta$-Convexity on Graphs.

.- Forbidden induced subgraphs in iterative higher order line graphs.

.- Total Domination and Open Packing in Two Subclasses of Triangle-free Graphs.

.- The MASEMPR problem and its applications in logistics.

.- Broadcast Graph Is NP-complete.

.- Maximizing the Maximum Degree in Ordered Nearest Neighbor Graphs.