Zhengbang Zha

activity

20062026

most citedFurther results on differentially 4-uniform permutations over $\F_{2^{2m}}$

23 citations · 27 across the 10 of their papers we have counts for

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cs.IT2026

A Characterization of $q$ -Ary $2$ -Designs and a $3$ -Design Obstruction for Doubly-Extended Reed-Solomon Codes

Guanghui Zhang, Zhengbang Zha

Let $C_{k}$ be the doubly extended Reed--Solomon code with parameters $[q + 1, k, q - k + 2]_{q}$ , where $q \geq 3$ is a prime power and $2 \leq k \leq q$ . We prove a conjecture of Wu and Z…

A Characterization of q-Ary 2-Designs and a 3-Design Obstruction for Doubly-Extended Reed-Solomon Codes

A Characterization of $q$ -Ary $2$ -Designs and a $3$ -Design Obstruction for Doubly-Extended Reed-Solomon Codes