Add to ORKGWe give an example of a student project that experimentally explores a topic in random graph theory. We use the Combinatorica package in Mathematica to estimate the minimum number of edges needed in a random graph to have a 50 percent chance that the graph is connected. We provide the Mathematica code and compare it to the known theoretical result. © 2006 Taylor & Francis Group, LLC
This book supports researchers who need to generate random networks, or who are interested in the th...
In the master's thesis, we discuss various topics from the theory of random graphs. Random graphs ca...
We study several problems in probabilistic and extremal combinatorics. Probabilistic combinatorics i...
In this Bachelor degree thesis, we study random graphs. We focus on two of the most common models of...
The eld of random graphs contains many surprising and interesting results. Here we demonstrate how s...
The theory of random graphs has been mainly concerned with structural properties, in particular the ...
This thesis is concerned with the study of random graphs and random algorithms. There are three over...
Combinatorica is a software package for doing combinatorics and graph theory. It consists of over 23...
We have generated sets of the problem instances obtained by using different pseudo-random methods to...
Each node is connected to a certain average number of random other nodes. When one looks at a large ...
A simple combinatorial approach is given for handling certain conditioning problems that arise in th...
Combinatorics, or discrete mathematics, is a fundamental mathematical discipline, concerned with the...
In this paper we survey the work done for graphs on random geometric models. We present some heurist...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
Printed on archival quality paper. Random graph processes are most often used to investigate theoret...
This book supports researchers who need to generate random networks, or who are interested in the th...
In the master's thesis, we discuss various topics from the theory of random graphs. Random graphs ca...
We study several problems in probabilistic and extremal combinatorics. Probabilistic combinatorics i...
In this Bachelor degree thesis, we study random graphs. We focus on two of the most common models of...
The eld of random graphs contains many surprising and interesting results. Here we demonstrate how s...
The theory of random graphs has been mainly concerned with structural properties, in particular the ...
This thesis is concerned with the study of random graphs and random algorithms. There are three over...
Combinatorica is a software package for doing combinatorics and graph theory. It consists of over 23...
We have generated sets of the problem instances obtained by using different pseudo-random methods to...
Each node is connected to a certain average number of random other nodes. When one looks at a large ...
A simple combinatorial approach is given for handling certain conditioning problems that arise in th...
Combinatorics, or discrete mathematics, is a fundamental mathematical discipline, concerned with the...
In this paper we survey the work done for graphs on random geometric models. We present some heurist...
In this work we determine the expected number of vertices of degree k = k(n) in a graph with n verti...
Printed on archival quality paper. Random graph processes are most often used to investigate theoret...
This book supports researchers who need to generate random networks, or who are interested in the th...
In the master's thesis, we discuss various topics from the theory of random graphs. Random graphs ca...
We study several problems in probabilistic and extremal combinatorics. Probabilistic combinatorics i...