References

Gong, G., & Khoo, K. (2003). Additive autocorrelation of resilient boolean functions Ottawa, Canada: Lectures Notes in Computer Science (LNCS).

Khoo, K. M., & Gong, G. (2003). New constructions for resilient and highly nonlinear boolean functions (R. Safavi-Naini and J.Seberry (Ed), Vol. 2727, pp. 498-509). Springer-Verlag.

Gong, G., & Song, H. (2003). Two-Tuple-Balance of Non-Binary Sequences with Ideal Two-Level Autocorrelation Yokohama, Japan. (Original work published 2003)

Gong, G., & Jiang, S. (2003). The editing generators and its cryptanalysis Miami, Florida, USA. (Original work published 2003)

Kim, J. H., . Y. Song, H., & Gong, G. (2003). Trace Function Representation of Hall\textquoterights Sextic Residue Sequences of Period $p \equiv 7 ~\mbox(mod $8$)$ (J. S. No,H. Y. Song, T. Helleseth, and V. Kumar (Ed), pp. 23-32). NewYork: Kluwer Academic Publishers.

Khooand, K. M., & Gong, G. (2003). Highly nonlinear s-boxes with reduced bound on maximum correlation Yokohama, Japan. (Original work published 2003)

Dai, Z. D., Gong, G., & Song, H. (2003). Trace representation and linear complexity of binary e-th residue sequences Versailles, France. (Original work published 2003)

Gong, G., & Youssef, A. (2003). Cryptographic Properties of the Welch-Gong Transformation Sequence Generators (Original work published 2002)

Gong, G., & Golomb, S. (2002). The Decimation-Hadamard transform of two-level autocorrelation sequences IEEE Trans. On Inform. Theory, 48, 853-865. (Original work published 2002)

Gong, G. (2002). Array correlation and sequences with equal magnitude correlation University of Southern California, Los Angeles. (Original work published 2002)