Michael D. Barrus

发表

The A4‐structure of a graph

Douglas B. West, Michael D. Barrus, D. West, 2012, J. Graph Theory.

Non-minimal Degree-Sequence-Forcing Triples

Stephen G. Hartke, Michael D. Barrus, Mohit Kumbhat, 2015, Graphs Comb..

Adjacency Relationships Forced by a Degree Sequence

Michael D. Barrus, 2015, Graphs and Combinatorics.

Uniqueness and minimal obstructions for tree-depth

Michael D. Barrus, John Sinkovic, 2016, Discret. Math..

Hereditary unigraphs and Erdős-Gallai equalities

Michael D. Barrus, 2013, Discret. Math..

Graph classes characterized both by forbidden subgraphs and degree sequences

Stephen G. Hartke, Michael D. Barrus, Mohit Kumbhat, 2008, J. Graph Theory.

On 2-switches and isomorphism classes

Michael D. Barrus, 2011, Discret. Math..

Minimal forbidden sets for degree sequence characterizations

Stephen G. Hartke, Michael D. Barrus, 2015, Discret. Math..

Havel-Hakimi residues of unigraphs

Michael D. Barrus, 2012, Inf. Process. Lett..

Weakly threshold graphs

Michael D. Barrus, 2016, Discret. Math. Theor. Comput. Sci..

Graphs with the Strong Havel–Hakimi Property

Michael D. Barrus, Grant Molnar, Grant Molnar, 2015, Graphs and Combinatorics.

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

Stephen G. Hartke, Douglas B. West, Michael D. Barrus, 2012, Discret. Math..

On realization graphs of degree sequences

Michael D. Barrus, 2015, Discret. Math..

On Fractional Realizations of Graph Degree Sequences

Michael D. Barrus, 2013, Electron. J. Comb..

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

Michael D. Barrus, John Sinkovic, 2018, Discret. Math..

Neighborhood degree lists of graphs

Michael D. Barrus, Elizabeth A. Donovan, 2015, Discret. Math..

On Induced Subgraphs, Degree Sequences, and Graph Structure

Michael D. Barrus, 2009 .

Degree-associated reconstruction number of graphs

Douglas B. West, Michael D. Barrus, D. West, 2010, Discret. Math..

Antimagic labeling and canonical decomposition of graphs

Michael D. Barrus, 2010, Inf. Process. Lett..

Colored Saturation Parameters for Rainbow Subgraphs

Jennifer Vandenbussche, Michael Ferrara, Michael D. Barrus, 2017, J. Graph Theory.

Upward-closed hereditary families in the dominance order

Michael D. Barrus, Jean Guillaume, Jean Guillaume, 2019, Discret. Math. Theor. Comput. Sci..

The Characterization of Graphs Whose Sandpile Group has Fixed Number of Generators

Carlos A. Alfaro, Michael D. Barrus, John Sinkovic, 2021, Trends in Mathematics.

The principal Erdős-Gallai differences of a degree sequence

Michael D. Barrus, 2021, Discret. Math..

Cliques in realization graphs

Michael D. Barrus, Nathan Haronian, 2022 .

Minimal obstructions for tree-depth: A non-1-unique example

Michael D. Barrus, John Sinkovic, 2016 .

Graphs with few trivial characteristic ideals

Carlos A. Alfaro, Michael D. Barrus, R. R. Villagr'an, 2020, Linear Algebra and its Applications.

A Forbidden Subgraph Characterization Problem and a Minimal-Element Subset of Universal Graph Classes

Michael D. Barrus, 2004 .

Graph classes characterized both by forbidden subgraphs and degree sequences

Stephen G. Hartke, Michael D. Barrus, Mohit Kumbhat, 2008 .

The A4‐structure of a graph

Douglas B. West, Michael D. Barrus, D. West, 2012, J. Graph Theory.

Research Statement Graphic Sequences and Their Realizations

Michael D. Barrus, 2015 .

Cliques in realization graphs

Michael D. Barrus, Nathan Haronian, 2022, Discret. Math..

Non-minimal Degree-Sequence-Forcing Triples

Michael D. Barrus, S. Hartke, Mohit Kumbhat, 2014, Graphs and Combinatorics.

Neighborhood degree lists of graphs Neighborhood degree lists of graphs

Michael D. Barrus, Elizabeth A. Donovan, 2022 .

Adjacency Relationships Forced by a Degree Sequence Adjacency Relationships Forced by a Degree Sequence

Michael D. Barrus, 2022 .

Adjacency Relationships Forced by a Degree Sequence

Michael D. Barrus, 2018, Graphs and Combinatorics.

Graphs with the Strong Havel–Hakimi Property

Michael D. Barrus, Grant Molnar, 2016, Graphs and Combinatorics.

The principal Erdős-Gallai differences of a degree sequence

Michael D. Barrus, 2022, Discret. Math..

The Hereditary Closure of the Unigraphs

Ann N. Trenk, Michael D. Barrus, Rebecca Whitman, 2023, 2308.12190.

Upward-closed hereditary families in the dominance order

Michael D. Barrus, Jean Guillaume, 2019, Discret. Math. Theor. Comput. Sci..

On realization graphs of degree sequences

Michael D. Barrus, 2015, Discret. Math..

Weakly threshold graphs

Michael D. Barrus, 2016, Discret. Math. Theor. Comput. Sci..