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Established under H.P. Legislative Assembly Act No. 14 of 2002
and Approved by UGC under section 2(f)

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Dr. R.S. Raja Durai
Associate Professor

Office: ( 91) 01792-239-218
Email: rsraja.durai@juit.ac.in, rs_raja_dirai@yahoo.co.in

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Dr. R . S. Raja Durai is currently an Associate Professor in the Mathematics Department of JUIT (2013-present). He joined the institute as an Assistant Professor in 2008. He received his bachelor's degree (Loyola college) and master's degree (IIT Madras) in Mathematics in 1997 and 1999, respectively. In 2004, he completed his doctoral research in the field of Algebraic Coding Theory from Department of Mathematics, Indian Institute of Technology Madras. He has then carried out his first post-doctoral research on sequence design for mobile and wireless communications under the supervision of Prof. Naoki Suehiro at the University of Tsukuba, Japan. His second post-doctoral project was a research-cum-implementation work on distributed video coding with IRISA/INRIA, France. He is primarily interested in the research and implementation of his research work to real channels.

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Book(s) :
  1. W. B. Vasantha Kandasamy, Florentin Smarandache, R. Sujatha, R.S. Raja Durai (2012). Erasure Techniques in MRD Codes. Columbs, OH: Zip. [ISBN : 9781599731773] . Google Search

Journal(s) :
  1. Meenakshi Devi, R.S. Raja Durai, Hongjun Xu (2019). Design of T-Direct Codes over GF(2N) with increased users. Finite Fields and Their Applications, 55 (January 2019), 202-215
  2. Meenakshi Devi, R.S. Raja Durai, Hongjun Xu (2018). Construction of high rate T-Direct Codes. Applied and Computational Mathematics, 37 (5), 5844-5856
  3. R.S. Raja Durai, Meenakshi Devi (2014). Some Constructions of T-Direct Codes over GF(2N). Advances in Intelligent Systems and Computing, 235 (2014), 123-129
  4. R.S. Raja Durai, Meenakshi Devi (2013). On the Class of T-Direct Codes over GF(2N). International Journal of Computer Information Systems and Industrial Management (IJCISIM), 5 (2013), 589-596
  5. R.S. Raja Durai, Devi M. (2013). A coding scheme that increases the code rate. Computational and Applied Mathematics, 33 (3), 575-589. Google Citation
  6. R.S. Raja Durai, Meenakshi Devi (2012). Concatenated Codes with Complimentary Duals. GAMS Journal of Mathematics and Mathematical Biosciences, 3 (3), 1-10

Conference(s) :
  1. R.S. Raja Durai (2016). Multiple-rate Maximum Rank Distance Codes. Proceedings of the International Symposium on Information Theory and Its Applications (ISITA) [14th. : Monterey, Calfornia, USA : 30th October - 2nd November, 2016], pp.696-699.. Google Citation
  2. R.S. Raja Durai, Meenakshi Devi (2012). Coding and Capacity Calculation for the T -User F-Adder Channel. Proceedings of the International Conference on Communications in Computer and Information Science [Gandhigram, Tamil Nadu : 16-18 March 2012], pp.542-551.. Google Citation
  3. R.S. Raja Durai, M. Devi (2011). Construction of (N + M) Direct codes in GF(2N). Proceedings of the World Congress on Information and Communication Technologies [Mumbai : 11-14 December 2011], pp.766-771.. Google Citation
  4. R.S. Raja Durai (2011). A class of optimal complete-complementary codes of different length. Proceedings of the International Workshop on Signal Design and its Applications in Communications [5th : Guilin : 10-14 Oct. 2011], pp.92-95.. Google Citation

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