J. Zhou and Y. Chang, Further results on 3-spontaneous emission error designs, Discrete
Math., 341 (2018), 3057-3074.
Y. Chang, F. Cheng, and J. Zhou, Partial geometric difference sets and partial
geometric difference families, Discrete Math., 341 (2018), 2490-2498.
L. Lan, Y. Chang, and L. Wang, Constructions of cyclic quaternary constant-weight
codes of weight three and distance four, Designs, Codes and Cryptography, Vol. 86(2018),
1063-183.
[10]L.
Wang and Y. Chang, Determination of sizes of optimal three-dimensional optical
orthogonal codes of weight three with the AM-OPP restriction, J. Combinatorial
Designs, Vol. 25, Issue 7(2017), 310-334.
[12]Y.
Chang, B. Fan, T. Feng, D. F. Holt, and P. R. J. \"Osterg{\aa}rd, Classification
of cyclic Steiner quadruple systems}, J. Combinatorial Designs, Vol. 25, Issue
3(2017), 103-121.
[14]S.
Dai, Y. Chang, and L. Wang, w-cyclic holey group divisible designs and their
applications to three-dimensional optical orthogonal codes, Discrete Math.,
340(2017), 1738-1748.
[16]L.
Lan, Y. Chang, and L. Wang, Cyclic constant-weight codes: upper bounds and new
optimal constructions, IEEE Trans. Inform. Theory, Vol. 62, Issue 11(2016),
6328-6341.
[19]R.
Pan and Y. Chang, A note on difference matrices over non-cyclic finite abelian
groups, Discrete Math., Vol. 339, Issue 2(2016), 822-830.
[20]T.
Feng, X. Wang, and Y. Chang, Semi-cyclic holey group divisible designs with
block size three, Designs, Codes and Cryptography, Vol. 74, Issue 2(2015),
301-324.
[22]L.
Wang and Y. Chang, Combinatorial constructions of optimal three-dimensional optical
orthogonal codes, IEEE Trans. Inform. Theory, Vol. 61, Issue 1(2015), 671-687.
[23]J.
Fang and Y. Chang, Mutually disjoint 5-designs and 5-spontaneous emission error
designs from extremal ternary self-dual codes, J. Combinatorial Designs, Vol.
23, Issue 2(2015), 78-89.
[25]J.
Fang and Y. Chang, Mutually disjoint t-designs and t-SEEDs from extremal
doubly-even self-dual codes, Designs, Codes and Cryptography, Vol. 73, Issue
3(2014), 769-780.
[28]J.
Zhou, Y. Chang, and Y. Zhang, On the exact size of maximum impulse radio
sequences with parameters (m,k,\lambda,k-1), Discrete Applied Math., 171(2014),
122-136.
