Reference author: S.W. Golomb

Dai, Z. ., Golomb, S. ., & Gong, G. . (1999). Generating all linear or thomorphism without repetitions. Discrete Mathematics, 205, 47-55.

Gong, G. ., & Golomb, S. . (1999). Hadamard Transforms of Three Term Sequences. Hadamard Transforms of Three Term Sequences, 45, 2059-2060. (Original work published 1999)

Golomb, S. ., & Gong, G. . (1999). Periodic sequences with the "Trinomial Property". IEEE Trans. On Inform. Theory, 45, 1276-1279. (Original work published 1999)

Gong, G. ., & Golomb, S. . (1999). Transform Domain Analysis of DES. IEEE Trans. On Inform. Theory, 45, 2065-2073. (Original work published 1999)

Golomb, S. ., & Gong, G. . (1998). Investigation of periodic sequences with the "TrinomialProperty". MIT, Cambridge, MA. (Original work published 1998)

No, J. ., Golomb, S. ., Gong, G. ., Lee, H. ., & .Gaal, P. . (1998). New binary pseudo-random sequences of period $2^n - 1$ with ideal autocorrelation. IEEE Trans. On Inform. Theory, 44, 814-817. (Original work published 1998)

Gaal, P. ., Golomb, S. ., Gong, G. ., & Kumar, P. . (1998). On a sequence conjectured to have ideal 2-level autocorrelation function. MIT, Cambridge, MA. (Original work published 1998)

Gong, G. ., Gaal, P. ., & Golomb, S. . (1997). A suspected infinity class of cyclic Hadamard difference sets. Longyearbyen, Svalbard, Norway. (Original work published 1997)

Gong, G. ., Dai, Z. ., & Golomb, S. . (2000). Criterion and Counting for Cyclically shift distinct q-ary GMW sequences of period qn-1. (Original work published 2000)

Gong, G. ., & Golomb, S. . (2000). Inverse Hadamard transforms of two-level autocorrelation sequences. Sorrento, Italy. (Original work published 2000)