Faculty

Institution

Unit

Venue

Michael Young

Associate Professor

Carnegie Mellon University

Affiliations

Mellon College of Science

Mathematical Sciences

Michael Young is currently serving as a Mathematical Sciences Associate Professor at Carnegie Mellon University.

Honors

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Experiences

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Education

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Michael Young

Carnegie Mellon University

Associate Professor

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graph theory mathematics applied mathematics discrete mathematics combinatorics combinatorial theory discrete algorithms extremal graph theory linear algebra number theory geometric graph theory mathematical sciences combinatorial optimization algebraic graph theory structural graph theory maximum nullity topological graph theory computer science spectral theory mathematical programming systems engineering group theory numerical algorithms hypergraph theory planar graphs graphology leakage (machine learning) exponential algorithm lower bounds combinatorial design theory propagation time anti-ramsey number rainbow arithmetic progressions path cover number inverse eigenvalue problem network science formal methods automatic control natural computing theoretical physics geopolitics mathematics education economic modelling mathematical optimization computational optimization global networks network evolution linear control combinatorial designs lattice theory circuit simulation graph drawing matrix analysis frattini subgroup analytic number theory metric graph theory regime analysis power relations coercion applied algebra algebraic methods data analytics linear programming optimization problems graph minors tree language quantum controllability perfect matching boolean lattice diamond-free subposets monochromatic triangles logic circuits rainbow triangles complete multipartite graphs complete tripartite power domination number technology learning analytics memetic computing computational thinking

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalizations of Leaky Forcing. Journal of Combinatorics (2023)

theoretical physicsleaky forcingleakage (machine learning)mathematicsset theory

“I Got You”: Centering Identities and Humanness in Collaborations Between Mathematics Educators and Mathematicians. Journal of Humanistic Mathematics (2023)

Anne MarshallSarah SwordMollie ApplegateSteven GreensteinTerrance PendletonKamuela YongMichael YoungJennifer WolfeTheodore ChaoPamela Harris

centering identitiesmathematics educationhumanitiesmathematicseducational research

Anti-Van Der Waerden Numbers on Graphs. Graphs and Combinatorics (2022)

Zhanar BerikkyzyAlex SchulteElizabeth SprangelShanise WalkerNathan WarnbergMichael Young

algebraic graph theorycombinatoricscombinatorial optimizationstructural graph theorygroup theorycombinatorial theorygeometric graph theorymetric graph theorymathematicsextremal graph theorygraph theory

An Upper Bound for the K-Power Domination Number in R-Uniform Hypergraphs. Discrete Mathematics (2022)

Joseph S. AlamedaFranklin KenterKaren MeagherMichael Young

graph theoryhypergraph theoryupper bounddiscrete mathematicsr-uniform hypergraphsk-power domination number

The Inverse Eigenvalue Problem of a Graph: Multiplicities and Minors. Journal of Combinatorial Theory Series B (2019)

Wayne BarrettSteve ButlerShaun M. FallatH. Tracy HallLeslie HogbenJephian C.-H. LinBryan L. ShaderMichael Young

inverse eigenvalue problemcombinatoricscombinatorial theorymathematicsgraph theory

Anti-Ramsey Multiplicities. arXiv (Cornell University) (2018)

Families of Graphs With Maximum Nullity Equal to Zero Forcing Number. Special Matrices (2018)

Joseph S. AlamedaEmelie CurlArmando GrezLeslie HogbenO’Neill KingstonAlex SchulteDerek YoungMichael Young

graph theorymaximum nullityapplied mathematicsmatrix analysis

Rainbow Arithmetic Progressions in Finite Abelian Groups. Journal of Combinatorics (2018)

frattini subgroupmathematicsgroup theoryrainbow arithmetic progressionscombinatorial theorynumber theoryalgebramathematical sciences

Lights out! on Cartesian Products. Electronic Journal of Linear Algebra (2017)

Travis PetersJohn GoldwasserMichael Young

cartesian productslinear algebragraph theoryapplied mathematics

Note on Von Neumann and RéNyi Entropies of a Graph. Linear Algebra and its Applications (2017)

Michael DairykoLeslie HogbenJephian C.-H. LinJoshua LockhartDavid RobersonSimone SeveriniMichael Young

von neumannlinear algebragraph theoryapplied mathematics

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Michael Young

Associate Professor

Carnegie Mellon University

Affiliations

Mellon College of Science

Mathematical Sciences

Michael Young is currently serving as a Mathematical Sciences Associate Professor at Carnegie Mellon University.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Michael Young

Carnegie Mellon University

Associate Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Generalizations of Leaky Forcing. Journal of Combinatorics (2023)

theoretical physicsleaky forcingleakage (machine learning)mathematicsset theory

“I Got You”: Centering Identities and Humanness in Collaborations Between Mathematics Educators and Mathematicians. Journal of Humanistic Mathematics (2023)

Anne MarshallSarah SwordMollie ApplegateSteven GreensteinTerrance PendletonKamuela YongMichael YoungJennifer WolfeTheodore ChaoPamela Harris

centering identitiesmathematics educationhumanitiesmathematicseducational research

Anti-Van Der Waerden Numbers on Graphs. Graphs and Combinatorics (2022)

Zhanar BerikkyzyAlex SchulteElizabeth SprangelShanise WalkerNathan WarnbergMichael Young

An Upper Bound for the K-Power Domination Number in R-Uniform Hypergraphs. Discrete Mathematics (2022)

Joseph S. AlamedaFranklin KenterKaren MeagherMichael Young

graph theoryhypergraph theoryupper bounddiscrete mathematicsr-uniform hypergraphsk-power domination number

The Inverse Eigenvalue Problem of a Graph: Multiplicities and Minors. Journal of Combinatorial Theory Series B (2019)

Wayne BarrettSteve ButlerShaun M. FallatH. Tracy HallLeslie HogbenJephian C.-H. LinBryan L. ShaderMichael Young

inverse eigenvalue problemcombinatoricscombinatorial theorymathematicsgraph theory

Anti-Ramsey Multiplicities. arXiv (Cornell University) (2018)

Families of Graphs With Maximum Nullity Equal to Zero Forcing Number. Special Matrices (2018)

Joseph S. AlamedaEmelie CurlArmando GrezLeslie HogbenO’Neill KingstonAlex SchulteDerek YoungMichael Young

graph theorymaximum nullityapplied mathematicsmatrix analysis

Rainbow Arithmetic Progressions in Finite Abelian Groups. Journal of Combinatorics (2018)

frattini subgroupmathematicsgroup theoryrainbow arithmetic progressionscombinatorial theorynumber theoryalgebramathematical sciences

Lights out! on Cartesian Products. Electronic Journal of Linear Algebra (2017)

Travis PetersJohn GoldwasserMichael Young

cartesian productslinear algebragraph theoryapplied mathematics

Note on Von Neumann and RéNyi Entropies of a Graph. Linear Algebra and its Applications (2017)

Michael DairykoLeslie HogbenJephian C.-H. LinJoshua LockhartDavid RobersonSimone SeveriniMichael Young

von neumannlinear algebragraph theoryapplied mathematics

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Konstantin Tikhomirov

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Bernard Lidický

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Robert E Jamison

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