Faculty

Institution

Unit

Venue

Ken Goodearl

Professor Emeritus

University of California, Santa Barbara

Affiliations

College of Letters & Science

Mathematics

Ken Goodearl is currently serving as a College Of Letters & Science Professor Emeritus at University of California, Santa Barbara.

Honors

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Experiences

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Education

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Ken Goodearl

University of California, Santa Barbara

Professor Emeritus

You can click a keyword to filter the displayed items

mathematics applied mathematics ring theory number theory group theory commutative algebra graph theory abstract algebra mathematical analysis algebra geometric topology modern algebra linear algebra pure mathematics analytic number theory mathematical physics universal algebra applied algebra prime ideals regular rings knot theory differential operator rings spectral theory localization quantum algebra krull dimension quantized coordinate rings quantum nilpotent algebras communication materials science mathematical sciences hopf algebra dixmier-moeglin equivalence function spaces quantum theory partially ordered set geometry of numbers regularization (mathematics) group representation poisson structures numerical mathematics general systems quantum science fractional calculus matrix theory matrix analysis cluster algebras abstract complexity quantized weyl algebras leavitt path algebras rank functions poincare-birkhoff-witt extensions affine spaces flag varieties simple self-injective rings separative exchange rings mathematical optimization ore geology engineering geology numerical algorithms intellectual discourse early childhood early childhood development foundation of mathematics theoretical mathematics hierarchical classification mathematical chemistry global geometry global analysis direct drilling facies analysis mathematical models provenance (geology) mineral-fluid interaction real algebraic geometry topological algebra noetherian rings noncommutative geometry antipode

Notable Scholarly Works

Notable Federal Grants

Collaborators

Binomial Ideals in Quantum Tori and Quantum Affine Spaces. Journal of Algebra (2024)

K.R. Goodearl

algebraquantum algebraquantum affine spacesbinomial idealsquantum torimathematics

Cluster Algebra Structures on Poisson Nilpotent Algebras. Memoirs of the American Mathematical Society (2023)

K. GoodearlM. Yakimov

cluster algebrascluster algebra structurespoisson nilpotent algebrasgroup theorymathematics

Poisson Catenarity in Poisson Nilpotent Algebras. Journal of Algebra (2022)

K.R. GoodearlS. Launois

poisson nilpotent algebraspoisson catenarity

Integral Quantum Cluster Structures. Duke Mathematical Journal (2021)

K. R. GoodearlM. T. Yakimov

quantum theorymathematical physicsmathematicsapplied mathematics

Catenarity in Quantum Nilpotent Algebras. Proceedings of the American Mathematical Society Series B (2020)

K. GoodearlS. Launois

mathematicsquantum nilpotent algebras

Stratification. Springer eBooks (2020)

Virgil Zeigler-HillTodd K. Shackelford

Problems and Conjectures. Elsevier eBooks (2019)

Mark L. Latash

real analysisproblem discoverymathematicstheoretical issues

Closures in Varieties of Representations and Irreducible Components. Algebra & Number Theory (2018)

Kenneth GoodearlBirge Huisgen-Zimmermann

representation theoryirreducible componentsmathematics

Tauvel's Height Formula for Quantum Nilpotent Algebras. arXiv (Cornell University) (2018)

K R GoodearlS LaunoisT H Lenagan

physicsheight formulaparticle physicsquantum nilpotent algebras

Twist Invariants of Graded Algebras. Contemporary mathematics - American Mathematical Society (2018)

K. GoodearlM. Yakimov

graded algebrastwist invariantsmathematics

1
2
3
4
5
20
10 / page

Ken Goodearl

Professor Emeritus

University of California, Santa Barbara

Affiliations

College of Letters & Science

Mathematics

Ken Goodearl is currently serving as a College Of Letters & Science Professor Emeritus at University of California, Santa Barbara.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Ken Goodearl

University of California, Santa Barbara

Professor Emeritus

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Binomial Ideals in Quantum Tori and Quantum Affine Spaces. Journal of Algebra (2024)

K.R. Goodearl

algebraquantum algebraquantum affine spacesbinomial idealsquantum torimathematics

Cluster Algebra Structures on Poisson Nilpotent Algebras. Memoirs of the American Mathematical Society (2023)

K. GoodearlM. Yakimov

cluster algebrascluster algebra structurespoisson nilpotent algebrasgroup theorymathematics

Poisson Catenarity in Poisson Nilpotent Algebras. Journal of Algebra (2022)

K.R. GoodearlS. Launois

poisson nilpotent algebraspoisson catenarity

Integral Quantum Cluster Structures. Duke Mathematical Journal (2021)

K. R. GoodearlM. T. Yakimov

quantum theorymathematical physicsmathematicsapplied mathematics

Catenarity in Quantum Nilpotent Algebras. Proceedings of the American Mathematical Society Series B (2020)

K. GoodearlS. Launois

mathematicsquantum nilpotent algebras

Stratification. Springer eBooks (2020)

Virgil Zeigler-HillTodd K. Shackelford

Problems and Conjectures. Elsevier eBooks (2019)

Mark L. Latash

real analysisproblem discoverymathematicstheoretical issues

Closures in Varieties of Representations and Irreducible Components. Algebra & Number Theory (2018)

Kenneth GoodearlBirge Huisgen-Zimmermann

representation theoryirreducible componentsmathematics

Tauvel's Height Formula for Quantum Nilpotent Algebras. arXiv (Cornell University) (2018)

K R GoodearlS LaunoisT H Lenagan

physicsheight formulaparticle physicsquantum nilpotent algebras

Twist Invariants of Graded Algebras. Contemporary mathematics - American Mathematical Society (2018)

K. GoodearlM. Yakimov

graded algebrastwist invariantsmathematics

1
2
3
4
5
20
10 / page

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Similar Faculty Members

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Institution

University of California, Berkeley

function space

applied mathematics

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Institution

University of California, Los Angeles

operator algebra

spectral theory

Huaxin Lin

Institution

University of Oregon

mathematics

applied mathematics

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logic in computer science

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