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Bisection: A type of graph partitioning that splits the vertex set into two parts of nearly equal size, typically with the aim of minimising inter-part edge crossings.

The bisection method is an advantageous debugging tool due to its simplicity, reliability, speed, and versatility. It is easy to understand and implement without any special knowledge or skills.

Abstract: Some interesting theoretical aspects of graph bisection, a fundamental problem with several applications in the design of very-large-scale-integrated (VLSI) circuits, are presented.

The bisection method is guaranteed to converge to a root, but it may be slow and inefficient, especially if the function is flat or oscillatory near the root.

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Draw graph. To visualise the bisection method, a function must be defined in the field f(x)= (detailed information on the function syntax can be found here). In addition, the domain of the function ...

We present a novel exact algorithm for the minimum graph bisection problem, whose goal is to partition a graph into two equally-sized cells while minimizing the number of edges between them. Our ...