Shaun Fallat

Permanent URI for this collection

https://hdl.handle.net/10294/4838

Office: CW 307.2
E-mail: Shaun.Fallat@uregina.ca
Phone: 306-585-4107
Website: http://uregina.ca/~sfallat/

Current classes
Math 223 (Introduction to Abstract Algebra), Stat 252 (Statistical Inference)

Research interests
Matrix theory, discrete mathematics, graph theory, combinatorial matrix analysis

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Browsing Shaun Fallat by Subject "chordal graphs"

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    Colin de Verdiere parameters of chordal graphs
    (International Linear Algebra Society, 2013-01) Mitchell, Lon; Fallat, Shaun
    The Colin de Verdi`ere parameters mu and nu are defined to be the maximum nullity of certain real symmetric matrices associated with a given graph. In this work, both of these parameters are calculated for all chordal graphs. For nu the calculation is based solely on maximal cliques, while for μ the calculation depends on split subgraphs. For the case of μ our work extends some recent work on computing μ for split graphs.