Academic Profile

Academic Profile

Prof Ling San

Provost and Vice President (Academic), Nanyang Technological University
Professor, School of Physical & Mathematical Sciences

Email: lingsan@ntu.edu.sg
Prof Ling San

Biography
Professor Ling San is Provost and Vice President (Academic) at NTU Singapore. Currently the President’s Chair in Mathematical Sciences, he joined NTU in April 2005 as the Founding Head of the Division of Mathematical Sciences in the School of Physical & Mathematical Sciences (SPMS). He was Chair of SPMS from April 2008 to December 2010, and Dean, College of Science, from August 2011 to December 2017, before assuming his current appointments on 1 January 2018. Before joining NTU, he spent 13 years at the National University of Singapore (NUS).

Professor Ling’s research interests are in applications of algebra and number theory to combinatorial designs, coding theory, cryptography and sequences. He has published about 200 journal and conference papers and two textbooks, and edited several conference proceedings. His research has clinched more than S$20 million in funding.

A visiting scholar at institutions such as the University of California, Berkeley, CNRS, ESSI Sophia Antipolis, INRIA, ENS Lyon, Macquarie University, the Technion, and Hanyang University, he was a recipient of the Singapore Youth Award (Science & Technology) in 2001, National Science Award (Team) in 2003, Service to Education Award from the Singapore Ministry of Education in 2010, Public Administration Medal (Silver) from the President of the Republic of Singapore in 2013, and Fellowship of the Singapore National Academy of Science in 2014. A passionate educator, he has also won numerous teaching excellence awards at both NTU and NUS.

Active in serving the professional community, he is the Second Vice President of the Singapore National Academy of Science, and has been a Past President of the Southeast Asian Mathematical Society and the Singapore Mathematical Society, and a former member of the Board of Directors of the International Association for Cryptologic Research. He is also on the Management Boards of the Institute for Mathematical Sciences at NUS and the Board of Trustees of the Human Frontier Science Program Organization, and has served as a reviewer for research funding agencies in Singapore and abroad.

He obtained his BA and MA in Mathematics from the University of Cambridge, and has a PhD in Mathematics from the University of California, Berkeley.
Research Interests
1. Applications of algebra and number theory to combinatorial designs, coding theory, cryptography and sequences
2. Arithmetic of modular curves and Galois representations
Current Projects
  • Algebraic Approaches to Coding Theory and Related Topics
  • Algebraic Curves over Finite Fields, Number Fields and Their Applications
  • Codes and Secret Sharing Schemes
  • Coding for DNA Based Storage
  • Cryptographic Techniques for Secure and Fault-tolerant Distributed Computations
  • Efficient Cryptography Based on Coding and Lattice Problems
  • From Grassmanian Packings to Holographic Coding and Data Representations
  • New Post-Quantum Cryptographic Constructions
  • Theory and Practice of Coding and Cryptography
Selected Publications
  • B. Libert, S. Ling, K. Nguye & H. Wang. (2018). Lattice-based zero knowledge arguments for integer relations, In: Advances in Cryptology - CRYPTO 2018. Lecture Notes in Computer Science, 10992, 700-732.
  • S. Ling, D.H. Phan, D.Stehlé & R. Steinfeld. (2017). Hardness of k-LWE and applications in traitor tracing. Algorithmica, 79(4), 1318-1352.
  • Bocong Chen, San Ling, Guanghui Zhang. (2015). Application of Constacyclic Codes to Quantum MDS Codes. IEEE Transactions on Information Theory, 61, no. 3, 1474 – 1484 (2015).
  • A. Moradi, A. Poschmann, S. Ling, C. Paar & H. Wang. (2011). Pushing the limits: A very compact and a threshold implementation of AES, In: Advances in Cryptology - Eurocrypt 2011, K.G. Patterson ed.,. Lecture Notes of Computer Science, 6632, 69-88.
  • S. Ling & P. Solé. (2001). On the algebraic structure of quasi-cyclic codes I: finite fields. IEEE Transactions on Information Theory, 47, 2751-2760.

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