Faculty

Institution

Unit

Venue

Matthew Dyer

Professor

University of Notre Dame

Affiliations

College of Science

Mathematics

Matthew Dyer is currently serving as a College Of Science Professor at University of Notre Dame.

Honors

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Experiences

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Education

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Matthew Dyer

University of Notre Dame

Professor

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mathematics group theory coxeter group applied mathematics algebra algebraic geometry mathematical analysis abstract algebra root systems homological algebra modern algebra ring theory analytic number theory graph theory complex systems number theory applied algebra reflection subgroups coxeter systems hecke algebras weak order polyhedral cones communication systems biology plant science polyhedron quantum chemistry combinatorial theory spectral theory geometric topology commutative algebra root morphology schubert calculus clifford algebras geometric algebra quantum algebra universal algebra algebraic combinatorics matroid theory bruhat intervals coxeter system minimal lengths affine weyl groups nil hecke ring semidirect product decomposition commutative rings kazhdan-lusztig-stanley polynomials abstract root systems parabolic closures weak order ii group representation representation theory lie algebra

Notable Scholarly Works

Notable Federal Grants

Collaborators

Shi Arrangements and Low Elements in Coxeter Groups. Proceedings of the London Mathematical Society (2024)

Matthew DyerSusanna FishelChristophe HohlwegAlice Mark

low elementscoxeter groupshi arrangementsmathematics

The Intermediate Orders of a Coxeter Group. Proceedings of the American Mathematical Society (2022)

Angela CarnevaleMatthew DyerPaolo Sentinelli

coxeter groupmathematicsintermediate orders

N-Low Elements and Maximal Rank K Reflection Subgroups of Coxeter Groups. Journal of Algebra (2021)

M.J. Dyer

homological algebracoxeter groupalgebran-low elementsmodern algebraalgebraic geometrymathematics

Oriented Matroid Structures From Realized Root Systems. Journal of Algebraic Combinatorics (2020)

Matthew DyerWeijia Wang

combinatoricsalgebraic combinatoricsmatroid theorymatroid structuresmathematics

A Characterization of Simplicial Oriented Geometries as Groupoids With Root Systems. arXiv (Cornell University) (2019)

Matthew DyerWeijia Wang

simplicial oriented geometriestopologyapplied mathematics

Geometry of Certain Finite Coxeter Group Actions. Proceedings of the London Mathematical Society (2018)

M. J. DyerG. I. Lehrer

geometrygeometric group theoryapplied mathematics

On Conjugacy of Abstract Root Bases of Root Systems of Coxeter Groups. Rocky Mountain Journal of Mathematics (2018)

Matthew Dyer

abstract root basescoxeter grouproot systemsmathematics

Parabolic Subgroup Orbits on Finite Root Systems. Journal of Pure and Applied Algebra (2018)

M.J. DyerG.I. Lehrer

parabolic subgroup orbitsgraph theoryfinite root systemsabstract algebraapplied mathematicsapplied algebramathematicspure mathematics

On the Weak Order of Coxeter Groups. Canadian Journal of Mathematics (2017)

Matthew Dyer

weak ordernumber theorymathematics

Small Roots, Low Elements, and the Weak Order in Coxeter Groups. arXiv (Cornell University) (2015)

Dyer, MatthewHohlweg, Christophe

weak ordernumber theorysmall rootslow elementsmathematics

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Matthew Dyer

Professor

University of Notre Dame

Affiliations

College of Science

Mathematics

Matthew Dyer is currently serving as a College Of Science Professor at University of Notre Dame.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Matthew Dyer

University of Notre Dame

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Shi Arrangements and Low Elements in Coxeter Groups. Proceedings of the London Mathematical Society (2024)

Matthew DyerSusanna FishelChristophe HohlwegAlice Mark

low elementscoxeter groupshi arrangementsmathematics

The Intermediate Orders of a Coxeter Group. Proceedings of the American Mathematical Society (2022)

Angela CarnevaleMatthew DyerPaolo Sentinelli

coxeter groupmathematicsintermediate orders

N-Low Elements and Maximal Rank K Reflection Subgroups of Coxeter Groups. Journal of Algebra (2021)

M.J. Dyer

homological algebracoxeter groupalgebran-low elementsmodern algebraalgebraic geometrymathematics

Oriented Matroid Structures From Realized Root Systems. Journal of Algebraic Combinatorics (2020)

Matthew DyerWeijia Wang

combinatoricsalgebraic combinatoricsmatroid theorymatroid structuresmathematics

A Characterization of Simplicial Oriented Geometries as Groupoids With Root Systems. arXiv (Cornell University) (2019)

Matthew DyerWeijia Wang

simplicial oriented geometriestopologyapplied mathematics

Geometry of Certain Finite Coxeter Group Actions. Proceedings of the London Mathematical Society (2018)

M. J. DyerG. I. Lehrer

geometrygeometric group theoryapplied mathematics

On Conjugacy of Abstract Root Bases of Root Systems of Coxeter Groups. Rocky Mountain Journal of Mathematics (2018)

Matthew Dyer

abstract root basescoxeter grouproot systemsmathematics

Parabolic Subgroup Orbits on Finite Root Systems. Journal of Pure and Applied Algebra (2018)

M.J. DyerG.I. Lehrer

parabolic subgroup orbitsgraph theoryfinite root systemsabstract algebraapplied mathematicsapplied algebramathematicspure mathematics

On the Weak Order of Coxeter Groups. Canadian Journal of Mathematics (2017)

Matthew Dyer

weak ordernumber theorymathematics

Small Roots, Low Elements, and the Weak Order in Coxeter Groups. arXiv (Cornell University) (2015)

Dyer, MatthewHohlweg, Christophe

weak ordernumber theorysmall rootslow elementsmathematics

1
2
3
4
10 / page

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algebra

group theory

Graham J. Leuschke

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Syracuse University

commutative algebra

mathematical science

Frauke Bleher

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University of Iowa

algebra

group theory

Jesse Peterson

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spectral theory

von neumann algebras

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classics

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philosophy of mathematics

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topology

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operator algebra

quantum group