Since the 1970s, algorithms have been able to test graph isomorphism, but in exponential time. This means that the increasing ...

Similarly, O(1) denotes constant time, meaning the algorithm runs in the same time regardless of input size. Understanding these terms is essential, as they form the basis of time complexity analysis.

This repository provides implementations of graph algorithms in C, including Dijkstra's algorithm, Kruskal's algorithm, and Prim's algorithm, along with basic graph operations. Graphs are represented ...

4. Storage Requirements (Space and Time Complexities) Let |E| be the number of edges, |V| the number of vertices and N the number of spanning trees of a given graph G. Many algorithms for generating ...

Control flow graph represents the flow of a program by a directed graph. They are used in Software engineering, Compilers and Static program analysis. Control flow graph represents various paths a ...

This repository contains a collection of graph algorithms implemented in C. It provides implementations for various graph operations, including different representations of graphs and algorithms for ...

Graphs are a model of many real world phenomena, e.g., social networks, road networks, electricity networks, control flow graphs of computer programs. We study efficient algorithms to solve research ...

In this paper, we perform run-time analysis and show that Generic Dijkstra running time grows quadratically with the number of graph vertices and logarithmically with the number of edge units. We also ...

Babai’s proposed algorithm doesn’t bring graph isomorphism all the way into P, but it comes close. It is quasi-polynomial, he asserts, which means that for a graph with n nodes, the algorithm’s ...