NWCDMA 2014: National Workshop and Conference
on Discrete Mathematics and its Applications (NWCDMA 2014)

News

• The program schedule is now uploaded.
• Proceedings

  The proceedings (after peer review) will be published as a special issue of Indian Journal of Pure and Applied Mathematics (IJPAM), Springer

• Deadline of Call for papers is extended accordingly.

Important Dates

• Title & Abstract submission for invited speakers: January 15, 2014
• New paper Submission deadline:
         January 21, 2014 February 10, 2014 February 28, 2014 (extended)
• Paper acceptance notification:
         First round:     February 15, 2014
         Second round: Within two working days after submission.
• Author registration:
         First round:     by February 21, 2014
         Second round: Within three days after acceptance notification.
• Early registration: by February 21, 2014 February 28, 2014 (extended)
• Late registration: March 01, 2014 to March 09, 2014
• On-site registration: March 10, 2014 to March 14, 2014
• Seeking accommodation from the organization: by February 28, 2014

About NWCDMA

NWCDMA is initiated by the Department of Mathematics, Jadavpur University in 2014. It aims to provide a platform to discuss the state of the arts of discrete mathematics and its applications. It is planned to include two academic programmes: (1) a workshop on graph theory and graph algorithms; and (2) a conference on discrete mathematics and its applications.

The main objective of the workshop is to explore the major techniques and challenges of graph theory and graph algorithms. The workshop will be beneficial to the students, research scholars of our country.

The conference will unfold various applications of discrete mathematics in cryptology, computer science, biological sciences, and social sciences. It may motivate the researchers to contribute the society with real applications. In the conference, leading personalities of our country and researchers will give talks and read papers. The participants will be exposed to major works in the following topics: discrete mathematics, cryptography, cryptanalysis, rigidity theory, graphs and networks theory in real applications of social sciences, biological sciences, sensor networks, computer and communication systems.