Wang, Z. ., & Gong, G. . (2018). Discrete Fourier Transform of Boolean functions over the Complex Field and its Applications. IEEE Transactions on Information Theory Special Issue on Shift-Register Sequences, Codes and Cryptography in Memory of Solomon W. Golomb, 64. (Original work published 2018)
Publications
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Ma, D. ., Budisin, S. ., Wang, Z. ., & Gong, G. . (2018). A New Generalized Paraunitary Generator for Complementary Sets and Complete Complementary Codes of size 2m. IEEE Signal Processing Letters. (Original work published 2018)
Chen, Y. ., Case, B. ., Gao, S. ., & Gong, G. . (2018). Error Analysis of Weak Poly-LWE Instances. Journal of Cryptography and Communication Special Issue on Mathematical Methods for Cryptography, 1-16. (Original work published 2018)
Mandal, K. ., Gong, G. ., & Liu, C. . (2018). NIKE-based Fast Privacy-preserving High-dimensional Data Aggregation for Mobile Devices. Submitted to IEEE Transaction on Dependable and Secure Computing, Technical Report, University of Waterloo. (Original work published 2018)
Zidaric, N. ., Aagaard, M. ., & Gong, G. . (2018). Hardware Optimizations and Analysis for the WG-16 Cipher with Tower Field Arithmetic. IEEE Transactions on Computers. (Original work published 2019)
Rohit, R. ., & Gong, G. . (2018). Correlated Sequence Attack on Reduced-Round Simon-32/64 and Simeck-32/64. Santa Barbara. (Original work published 2018)
Altawy, R. ., Rohit, R. ., He, M. ., Mandal, K. ., Yang, G. ., & Gong, G. . (2018). sLiSCP-light: Towards Lighter Sponge-specific Cryptographic Permutations. ACM Transactions on Embedded Computing Systems, 17, 1-26. (Original work published 2018)
Mandal, K. ., & Gong, G. . (2018). On Ideal t-Tuple Distribution of Orthogonal Functions in Filtering De Bruijn Generators. Journal of Advances in Mathematics of Communications. Retrieved from http://cacr.uwaterloo.ca/techreports/2018/cacr2018-09.pdf (Original work published 2018)
Ma, D. ., Wang, Z. ., & Gong, G. . (2018). A Direct Method to Construct Golay Complementary Sets Based on Boolean Functions. Toronto, Canada. (Original work published 2018)
Altawy, R. ., Rohit, R. ., He, M. ., Mandal, K. ., Yang, G. ., & Gong, G. . (2018). Towards a Cryptographic Minimal Design: The sLiSCP Family of Permutations. IEEE Transactions on Computers, 67, 1341-1358. (Original work published 2018)