activity
20032015
most citedEdge Roman domination on graphs

20 citations · 23 across the 8 of their papers we have counts for

collaborators

9 papers

math.CO2015

On the precise value of the strong chromatic-index of a planar graph with a large girth

Gerard Jennhwa Chang, Guan-Huei Duh

A strong -edge-coloring of a graph is a mapping from to such that every pair of distinct edges at distance at most two receive different colors. Th…

math.CO2014★ 20 cited

Edge Roman domination on graphs

Gerard J. Chang, Sheng-Hua Chen, Chun-Hung Liu

An edge Roman dominating function of a graph is a function satisfying the condition that every edge with is adjacent to some e…

math.CO2011

On the number of subsequences with a given sum in a finite abelian group

Gerard Jennhwa Chang, Sheng-Hua Chen, Yongke Qu +2

Suppose is a finite abelian group and is a sequence of elements in . For any element of , let denote the number of subsequences of with sum . The…

cs.DS2004

Locally connected spanning trees on graphs

Ching-Chi Lin, Gerard J. Chang, Gen-Huey Chen

A locally connected spanning tree of a graph is a spanning tree of such that the set of all neighbors of in induces a connected subgraph of for every $v\in…

cs.NI2004

Diagnosabilities of regular networks

Guey-Yun Chang, Gerard J. Chang, Gen-Huey Chen

In this paper, we study diagnosabilities of multiprocessor systems under two diagnosis models: the PMC model and the comparison model. In each model, we further consider two differ…

math.CO2004

A note on equitable colorings of forests

Gerard J. Chang

This note gives a short proof on characterizations of a forest to be equitably k-colorable.