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:bar_chart:复杂网络建模课程设计. The project of modeling of complex networks course.

Project README

Modeling Of Complex Networks Project

CircleCI Packagist

Description

We have done an investigation on the connections in our class, and three corresponding social networks under different conditions (i.e., knowing someone’s name, knowing someone’s hometown,

and knowing someone’s dialect) are formulated. Please download the data from our assigned FTP.

(1) Perform some computer simulations (by using whatever computer software or programming language) on the three graphs to analyze the network properties (such as node-degree distribution, average shortest path-length, clustering coefficient, etc.) and dynamical behaviors (such as robustness against intentional attack and random attack, etc.).

(2) Calculate the node coreness in the three graphs;

(3) Draw necessary figures and/or tables to demonstrate your simulation results and to support your observations;

(4) To have extra bonus, you can develop a small system (including friendly interfaces, or graphic demonstrations) to show the layout of the networks of our class.

To see full project requirement : Project Requirment[pdf]

Run

  • install JDK and add it's path to environment

  • cd /bin

  • run command:

    java -jar caiconghuai-networks.jar
    

Features

  • A Concise UI Interface.
  • Rich in Function.
  • Simple Code, Use Java's Drawing Pack.

Preparation

In this project, you need to known the basic knowledge about complex networks, such as Erdos-Renyi random graph model, Watts-Strogatz small-world network network model, Newman-Watts small-world model and so on.

Property

Attribute finished
clustering coefficient yes
coreness yes
degree yes
shortest path yes
attention attack test yes
random attack test yes
node number/edge number statistics yes
size of the largest subgraph yes
average path length yes

Display

Contact

Any questions please contact me.

Email : [email protected]

Open Source Agenda is not affiliated with "Mcnp" Project. README Source: feiyutalk/mcnp
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