Guangzhou Chen

most citedConstructions of regular sparse anti-magic squares

1 citations · 1 across the 1 of their papers we have counts for

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2 papers

math.CO2020★ 1 cited

Constructions of regular sparse anti-magic squares

Guangzhou Chen, Wen Li, Ming Zhong +1

Graph labeling is a well-known and intensively investigated problem in graph theory. Sparse anti-magic squares are useful in constructing vertex-magic labeling for graphs. For posi…

math.CO2019

Further Results on the Pseudo- $L_{g} (s)$ Association Scheme with $g \geq 3$ , $s \geq g + 2$

Congwei Wang, Shanqi Pang, Guangzhou Chen

It is inevitable that the $L_{g} (s)$ association scheme with $g \geq 3, s \geq g + 2$ is a pseudo- $L_{g} (s)$ association scheme. On the contrary, although $s^{2}$ treatments of the pseud…

Constructions of regular sparse anti-magic squares

Further Results on the Pseudo-Lg​(s) Association Scheme with g≥3, s≥g+2

Further Results on the Pseudo- $L_{g} (s)$ Association Scheme with $g \geq 3$ , $s \geq g + 2$