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Dive into the research topics where Chira Lumduanhom is active.

Publication


Featured researches published by Chira Lumduanhom.


Graphs and Combinatorics | 2017

Stars and Their k-Ramsey Numbers

Eric Andrews; Gary Chartrand; Chira Lumduanhom; Ping Zhang

For bipartite graphs F and H with Ramsey number


Discussiones Mathematicae Graph Theory | 2014

On Monochromatic Subgraphs of Edge-Colored Complete Graphs

Eric Andrews; Futaba Fujie; Kyle Kolasinski; Chira Lumduanhom; Adam Yusko


Discussiones Mathematicae Graph Theory | 2014

On eulerian irregularity in graphs

Eric Andrews; Chira Lumduanhom; Ping Zhang

R(F, H) = n


Bulletin of the Institute of Combinatorics and its Applications | 2013

On Eulerian walks in graphs

Eric Andrews; Gary Chartrand; Chira Lumduanhom; Ping Zhang


Ars Combinatoria | 2018

On k-Ramsey Numbers of Unicyclic-Star Graphs.

Daniel Johnston; Chira Lumduanhom; Ping Zhang

R(F,H)=n and an integer k with


The journal of combinatorial mathematics and combinatorial computing | 2015

On characterizations of trees having large (2, 0)-chromatic numbers

Eric Andrews; Chira Lumduanhom; Ping Zhang


Ars Combinatoria | 2015

The Singular Chromatic Number of a Graph.

Kyle Kolasinski; Jianwei Lin; Chira Lumduanhom; Bryan Phinezy; Futaba Okamoto

2 \le k \le n


Utilitas Mathematica | 2014

On modular monochromatic colorings of graphs

Eric Andrews; Gary Chartrand; Chira Lumduanhom; Ping Zhang


The journal of combinatorial mathematics and combinatorial computing | 2014

On Eulerian irregularities of prisms, grids and powers of cycles

Eric Andrews; Chira Lumduanhom; Ping Zhang

2≤k≤n, the k-Ramsey number of F and H is the minimum order of a balanced complete k-partite graph G for which every red-blue coloring of G results in a subgraph of G isomorphic to F all of whose edges are colored red or a subgraph isomorphic to H all of whose edges are colored blue. A formula is presented for the k-Ramsey number of every two stars


The journal of combinatorial mathematics and combinatorial computing | 2014

From combinatorial problems to graph colorings

Eric Andrews; Chira Lumduanhom; Ping Zhang

Collaboration


Dive into the Chira Lumduanhom's collaboration.

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Ping Zhang

Chinese Academy of Sciences

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Eric Andrews

Western Michigan University

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Gary Chartrand

Western Michigan University

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Kyle Kolasinski

Western Michigan University

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Adam Yusko

Western Michigan University

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Bryan Phinezy

Western Michigan University

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Daniel Johnston

Western Michigan University

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Futaba Okamoto

University of Wisconsin–La Crosse

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Jianwei Lin

Western Michigan University

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Ryan Jones

Western Michigan University

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