Michael Barrus

 MichaelD. Barrus

Michael D. Barrus

  • Courses3
  • Reviews6

Biography

Brigham Young University - Mathematics


Resume

  • 2004

    American Mathematical Society

    Society for Industrial and Applied Mathematics

    Spanish

    Portuguese

    Master of Science (MS)

    Teaching of Mathematics

    University of Illinois at Urbana-Champaign

    Doctor of Philosophy (PhD)

    Mathematics

    University of Illinois at Urbana-Champaign

  • 2002

    Master of Science (MS)

    Mathematics

    Brigham Young University

  • 1995

    Bachelor of Science (BS)

    Mathematics

    Brigham Young University

  • Brazil Campinas Mission

    Church of Jesus Christ of Latter-day Saints

    Microsoft Office

    LaTeX

    University Teaching

    Presentations

    Graph Theory

    Experimentation

    Higher Education

    Mathematics Education

    Mathematical Modeling

    Public Speaking

    Combinatorics

    Data Analysis

    Distance Learning

    E-Learning

    Teaching

    Research

    Non-minimal degree-sequence-forcing triples

    Mohit Kumbhat

    Stephen G. Hartke

    Non-minimal degree-sequence-forcing triples

    On fractional realizations of graph degree sequences

    Elizabeth Donovan

    Neighborhood degree lists of graphs

    Adjacency relationships forced by a degree sequence

    On 2-switches and isomorphism classes

    Paul S. Wenger

    Jennifer Vandenbussche

    Michael Ferrara

    Colored saturation parameters for rainbow subgraphs

    Havel-Hakimi residues of unigraphs

    Stephen G. Hartke

    Minimal forbidden sets for degree sequence characterizations

    Douglas B. West

    Degree-associated reconstruction number of graphs

    Weakly threshold graphs

    John Sinkovic

    Uniqueness and minimal obstructions for tree-depth

    Grant Molnar

    Graphs with the strong Havel-Hakimi property

    On 1-uniqueness and dense critical graphs for tree-depth

    Douglas B. West

    The A_4-structure of a graph

    Douglas B. West

    Stephen G. Hartke

    Length thresholds for graphic lists given fixed largest and smallest entries and bounded gaps

    Hereditary unigraphs and Erdos-Gallai equalities

    Mohit Kumbhat

    Stephen G. Hartke

    Graph classes characterized both by forbidden subgraphs and degree sequences

    Antimagic labeling and canonical decomposition of graphs

    On realization graphs of degree sequences

    Michael

    University of Rhode Island

    University of Illinois at Urbana-Champaign

    Brigham Young University

    Black Hills State University

    Kingston

    Rhode Island

    Assistant Professor of Mathematics

    University of Rhode Island

    Kingston

    Rhode Island

    USA

    Associate Professor Of Mathematics

    University of Rhode Island

    Spearfish

    SD

    Assistant professor

    Black Hills State University

    University of Illinois at Urbana-Champaign

    Brigham Young University

    Provo

    UT

    Visiting Assistant Professor

    Mathematical Association of America

MATH 290

4.7(3)

MATH 314

4.5(2)