Probabilistic model checking is a powerful method for analyzing quantitative properties of probabilistic systems. Its core is to calculate reachability probabilities. One prevalent method of computing ...

The bisection method requires only one function evaluation per iteration, but it does not use any information about the slope or shape of the function. Add your perspective Help others by sharing ...

-Solution-of-nonlinear-equations.-Bisection-method-bisections-.-Newton-s-method. This code is designed to find roots of functions and visualize the results using both the Bisection and Newton-Raphson ...

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 tends to be slow, needing a large number of iterations relative to other methods. In addition it cannot find roots of even order. The order or multiplicity of a root c of a ...

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 ...

We introduce new lower bounds for the minimum graph bisection problem. Within a branch-and-bound framework, they enable the solution of a wide variety of instances with tens of thousands of vertices ...

Write a menu driven program in C to implement & compare following methods for finding real root of a given polynomial expression on X. Bisection Method. Newton-Ralphson Method. Regula Falsi Method.