Nowadays, communication networks have become the essential infrastructure for our daily life.
The communication networks, such as the internet are realized by various component technologies.
This course focuses on the overview of the component technologies and background mathematical theories related to the networking.
1. General understanding of the communication networking, which is the essential knowledge for managing the local area network in the future carrier.
2. The understanding of the mathematical theories such as the queueing theory and the source coding theorem
Internet protocol, Networking theory, Communication theory, Source coding theorem, Cryptographic theory
✔ Specialist skills | Intercultural skills | Communication skills | Critical thinking skills | Practical and/or problem-solving skills |
Lecture and exercise
Course schedule | Required learning | |
---|---|---|
Class 1 | The internet and OSI reference model | OSI reference model and functions of each layer |
Class 2 | Internet protocol (IP) | Functions of IP |
Class 3 | Routing technology | The exercise about the routing table |
Class 4 | Transport layer protocol (TCP/UDP) | Functions of TCP/UDP |
Class 5 | Application layer technology | Functions of HTTP |
Class 6 | Other functions (DNS, DHCP) | Functions of DNS |
Class 7 | Stochastic process | Probability distributions |
Class 8 | Queueing theory | The exercise about the queueing theory |
Class 9 | Midterm examination | None |
Class 10 | MAC protocol | Functions of CSMA/CA |
Class 11 | Analog/Digital communication technology I | Review of Fourier transformation |
Class 12 | Analog/Digital communication technology II | Analog Modulation technologies |
Class 13 | Source coding theorem I | Source coding theorem |
Class 14 | Source coding theorem II | Source coding theorem |
Class 15 | Security, Cryptographic theory | Functions of Common key/Public-key cryptography |
Lecture materials are distributed from the Web.
岡田博美:情報ネットワーク(改訂版),培風館,2006
Evaluated by midterm/final examinations and weekly reports
None