In this paper we describe by pseudo-code the ``Algorithm of the cyclic-order graph'', which we programmed in MATLAB 2016a and which is also possible to be executed in GNU Octave. We describe program's functionality and its use. The program implementing this algorithm is an indispensable tool during proofs in the field of graph theory, especially when dealing with crossing numbers for join products of graphs with paths of given numbers of vertices
Abstract. A linear algorithm is developed for cubing a cyclic permutation stored as a function in an...
Graph algorithms are critical for a wide range of applications, including network connectivity, circ...
Combinatorica is a software package for doing combinatorics and graph theory. It consists of over 23...
I will present a way to implement graph algorithms which is different from traditional methods. This...
Graph programs as introduced by Habel and Plump [8] provide a simple yet computationally complete la...
This piece of python code provides functionality for computing the number of complex realizations of...
The design of automatic verification methods for programs manipulating dynamic data structures is a ...
A polynomial algorithm for deciding equivalence in directed cyclic graphical model
© 2020 Copyright held by the owner/author(s). Many graph problems can be solved using ordered parall...
This project is for students interested in applying algebra and computa-tion to an important problem...
The conventional algorithm for solving the linear Diophantine equation in two variables is greatly i...
The exact values of the crossing number is known only for a specific family of graphs. There are few...
Each root to tip path of this graph provides a pipeline that chains algorithms to obtain the LCS, th...
Getting a labeling of vertices close to the structure of the graph has been proven to be of interest...
We calculate two iterative, polynomial-time graph algorithms from the literature: a dominance algori...
Abstract. A linear algorithm is developed for cubing a cyclic permutation stored as a function in an...
Graph algorithms are critical for a wide range of applications, including network connectivity, circ...
Combinatorica is a software package for doing combinatorics and graph theory. It consists of over 23...
I will present a way to implement graph algorithms which is different from traditional methods. This...
Graph programs as introduced by Habel and Plump [8] provide a simple yet computationally complete la...
This piece of python code provides functionality for computing the number of complex realizations of...
The design of automatic verification methods for programs manipulating dynamic data structures is a ...
A polynomial algorithm for deciding equivalence in directed cyclic graphical model
© 2020 Copyright held by the owner/author(s). Many graph problems can be solved using ordered parall...
This project is for students interested in applying algebra and computa-tion to an important problem...
The conventional algorithm for solving the linear Diophantine equation in two variables is greatly i...
The exact values of the crossing number is known only for a specific family of graphs. There are few...
Each root to tip path of this graph provides a pipeline that chains algorithms to obtain the LCS, th...
Getting a labeling of vertices close to the structure of the graph has been proven to be of interest...
We calculate two iterative, polynomial-time graph algorithms from the literature: a dominance algori...
Abstract. A linear algorithm is developed for cubing a cyclic permutation stored as a function in an...
Graph algorithms are critical for a wide range of applications, including network connectivity, circ...
Combinatorica is a software package for doing combinatorics and graph theory. It consists of over 23...