Faculty

Institution

Unit

Venue

Declan Quinn

Professor

Syracuse University

Affiliations

College of Arts and Sciences

Mathematics

Declan Quinn is currently serving as a College Of Arts And Sciences Professor at Syracuse University.

Honors

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Experiences

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Education

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Declan Quinn

Syracuse University

Professor

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mathematics applied mathematics ring theory graph theory group theory algebra algebraic geometry hopf algebra group-graded rings deformation abstract algebra commutative algebra noether skolem theorem mathematical analysis differential geometry operator algebras geometric topology mathematical sciences applied algebra analytic number theory integral geometry non-commutative algebras combinatorial hopf algebra knot theory fixed rings goldie dimension differential operator rings local theory noncommutative rings integral extensions finite hopf algebras connes spectrum involutory hopf algebras polycyclic-by-finite groups copointed hopf algebras noncommutative geometry galois theory group actions universal algebra

Notable Scholarly Works

Notable Federal Grants

Collaborators

Duality for Finite Hopf Algebras Explained by Corings. Applied Categorical Structures (2006)

Stefaan CaenepeelD. QuinnS. Raianu

finite hopf algebrasgraph theoryapplied mathematics

Local Theory of Almost Split Sequences for Comodules. ANNALI DELL UNIVERSITA DI FERRARA (2005)

William ChinMark KleinerDeclan Quinn

local theorymathematics

Almost Split Sequences for Comodules. Journal of Algebra (2002)

William ChinMark KleinerDeclan Quinn

algebramathematics

Semiprime Crossed Products Over Copointed Hopf Algebras. Proceedings of the American Mathematical Society (2002)

Declan QuinnŞerban Raianu

algebraknot theoryapplied mathematicshopf algebraalgebraic geometrymathematicscopointed hopf algebras

Burnside’s Theorem for Hopf Algebras. Proceedings of the American Mathematical Society (1995)

D. S. PassmanDeclan Quinn

graph theorymathematics

Involutory Hopf Algebras. Transactions of the American Mathematical Society (1995)

D. S. PassmanDeclan Quinn

hopf algebrainvolutory hopf algebrasgraph theoryapplied mathematics

Cocommutative Hopf Algebra Actions and the Connes Spectrum. Journal of Algebra (1994)

J. OsterburgD. Quinn

commutative algebraalgebraconnes spectrumhopf algebracombinatorial hopf algebra

Actions of Divided Power Hopf Algebras. Journal of Algebra (1991)

William ChinDeclan Quinn

Integral Extensions of Noncommutative Rings. Israel Journal of Mathematics (1991)

Declan Quinn

integral extensionshomological algebracommutative algebramathematical sciencesring theoryanalytic number theoryset theorynon-commutative algebrasnoncommutative ringsintegral geometrynoncommutative geometrygroup theoryapplied mathematicsalgebraic geometrymathematicsgeometric topology

An Addendum to a Noether Skolem Theorem for Group-Graded Rings. Journal of Algebra (1989)

James OsterburgDeclan Quinn

group-graded ringsdeformationring theorynoether skolem theoremabstract algebra

1
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10 / page

Declan Quinn

Professor

Syracuse University

Affiliations

College of Arts and Sciences

Mathematics

Declan Quinn is currently serving as a College Of Arts And Sciences Professor at Syracuse 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

Declan Quinn

Syracuse University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Duality for Finite Hopf Algebras Explained by Corings. Applied Categorical Structures (2006)

Stefaan CaenepeelD. QuinnS. Raianu

finite hopf algebrasgraph theoryapplied mathematics

Local Theory of Almost Split Sequences for Comodules. ANNALI DELL UNIVERSITA DI FERRARA (2005)

William ChinMark KleinerDeclan Quinn

local theorymathematics

Almost Split Sequences for Comodules. Journal of Algebra (2002)

William ChinMark KleinerDeclan Quinn

algebramathematics

Semiprime Crossed Products Over Copointed Hopf Algebras. Proceedings of the American Mathematical Society (2002)

Declan QuinnŞerban Raianu

algebraknot theoryapplied mathematicshopf algebraalgebraic geometrymathematicscopointed hopf algebras

Burnside’s Theorem for Hopf Algebras. Proceedings of the American Mathematical Society (1995)

D. S. PassmanDeclan Quinn

graph theorymathematics

Involutory Hopf Algebras. Transactions of the American Mathematical Society (1995)

D. S. PassmanDeclan Quinn

hopf algebrainvolutory hopf algebrasgraph theoryapplied mathematics

Cocommutative Hopf Algebra Actions and the Connes Spectrum. Journal of Algebra (1994)

J. OsterburgD. Quinn

commutative algebraalgebraconnes spectrumhopf algebracombinatorial hopf algebra

Actions of Divided Power Hopf Algebras. Journal of Algebra (1991)

William ChinDeclan Quinn

Integral Extensions of Noncommutative Rings. Israel Journal of Mathematics (1991)

Declan Quinn

An Addendum to a Noether Skolem Theorem for Group-Graded Rings. Journal of Algebra (1989)

James OsterburgDeclan Quinn

group-graded ringsdeformationring theorynoether skolem theoremabstract algebra

1
2
10 / page

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Similar Faculty Members

Frauke Bleher

Institution

University of Iowa

algebra

group theory

Peter Mayr

Institution

University of Colorado Boulder

mathematics

logic in computer science

Paolo Mantero

Institution

University of Arkansas

commutative algebra

geometric topology

Alexander Martsinkovsky

Institution

Northeastern University

category theory

homological methods

Alexandru Chirvasitu

Institution

University at Buffalo

operator algebra

quantum group

David Leep

Institution

University of Kentucky

algebra

algebraic number theory

Walter F. Taylor

Institution

University of Colorado Boulder

mathematical model

topology

George Seligman

Institution

Yale University

algebra

lie algebra

M. Susan Montgomery

Institution

University of Southern California

algebra

non-commutative algebras

Keith Kearnes

Institution

University of Colorado Boulder

mathematical logic

combinatorial theory