Integer programming is an important tool for solving the domination problem. With the help of optimization solvers, we can solve the dominating set problem efficiently. In this project, we model some ...

Integer Programming and Combinatorial Optimization Publication Trend The graph below shows the total number of publications each year in Integer Programming and Combinatorial Optimization.

Then, in Section 3, review concepts in graph theory that are related to the structure of the solutions of the MOSP. In Section 4, we review MOSP graphs, and, in Section 5, we derive an integer ...

Central to our approach is the notion of a dynamic topological graph, where edge weights vary dynamically based on the locations of the robots in the graph. We construct this graph using the critical ...

In this survey paper, we discuss the development of the Generalized Minimum Spanning Tree Problem, denoted by GMSTP, and we focus on the integer programming formulations of the problem. The GMSTP is a ...

However, GST requires an unbounded amount of memory at each node and preparation of the entire graph state in a single network node. In this poster, we present an integer programming formulation that ...

The weighted maximal planar graph (WMPG) is practically important in the laying out of facilities in modern manufacturing environments. Given a weighted complete graph, the WMPG seeks to find a ...

Integer programming is an important tool for solving the domination problem. With the help of optimization solvers, we can solve the dominating set problem efficiently. In this project, we model some ...