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-Rainbow domatic numbersShinya Fujita; Michitaka Furuya; Colton Magnant · 2012
-rainbow dominationFujita, Shinya; Furuya, Michitaka; Magnant, Colton · Discrete Applied Mathematics · 2018
General Bounds on Rainbow Domination NumbersFujita, Shinya; Furuya, Michitaka; Magnant, Colton · Graphs and Combinatorics · 2015
Forbidden Subgraphs Generating Almost the Same SetsFUJITA, SHINYA; FURUYA, MICHITAKA; OZEKI, KENTA · Combinatorics, Probability and Computing · 2013
Rainbow domination numbers on graphs with given radiusFujita, Shinya; Furuya, Michitaka · Discrete Applied Mathematics · 2014
Partitioning a Graph into Highly Connected SubgraphsBorozan, Valentin; Ferrara, Michael; Fujita, Shinya; Furuya, Michitaka; Manoussakis, Yannis; N, Narayanan; Stolee, Derrick · Journal of Graph Theory · 2016
Difference between -rainbow domination and Roman domination in graphsFujita, Shinya; Furuya, Michitaka · Discrete Applied Mathematics · 2013
-codes inGravier, Sylvain; Lacroix, Anne; Slimani, Souad · Discrete Applied Mathematics · 2013
Integral mixed unit interval graphsLe, Van Bang; Rautenbach, Dieter · Discrete Applied Mathematics · 2013
The complexity of register allocationKrause, Philipp Klaus · Discrete Applied Mathematics · 2014
Wiener index of Eulerian graphsGutman, Ivan; Cruz, Roberto; Rada, Juan · Discrete Applied Mathematics · 2014
Percolation in the secrecy graphSarkar, Amites; Haenggi, Martin · Discrete Applied Mathematics · 2013
Triple arrays and related designsWallis, W.D. · Discrete Applied Mathematics · 2014
Dot product dimensions of graphsLi, Bo-Jr; Chang, Gerard Jennhwa · Discrete Applied Mathematics · 2014
ContentsDiscrete Applied Mathematics · 2013