Faculty

Institution

Unit

Venue

Jay Zimmerman

Professor

Towson University

Affiliations

Jess & Mildred Fisher College of Science & Mathematics

Department of Mathematics

Jay Zimmerman is currently serving as a Mathematics Professor at Towson University.

Honors

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Experiences

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Education

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Jay Zimmerman

Towson University

Professor

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group theory geometric group theory mathematics number theory mathematical sciences frattini subgroup symmetry geometric topology coxeter group symmetric genus art graph theory geometry and topology mathematical analysis geometric representations group representation group structure analytic number theory geometry of numbers ordered group algebraic combinatorics abelian groups bordered surfaces real genus values c. may algebra geometry

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Density of the Strong Symmetric Genus Values of P-Groups (With C. May). Communications in Algebra (2017)

c. maynumber theorygroup theorymathematicsgeometric group theory

The Strong Symmetric Genus Spectrum of Abelian Groups. Archiv der Mathematik (2017)

Angel V. KumchevCoy L. MayJay J. Zimmerman

abelian groupsgraph theorymathematicsgroup theory

Portraits of Groups on Bordered Surfaces. Proceedings of Bridges 2016: Mathematics, Music, Art, Architecture, Education, Culture (2016)

geometric representationsgroup representationgeometric topologybordered surfacesgeometry and topologygroup theoryartgeometric group theorygroup structure

The Density of the Real Genus Values of P-Groups. Mathematical Proceedings of the Royal Irish Academy (2015)

geometric topologymathematical analysismathematical sciencesanalytic number theoryfrattini subgroupnumber theorygroup theorygeometry of numbersreal genus valuesmathematicsgeometric group theory

The Symmetric Genus of P-Groups (With C. May). Communications in Algebra (2014)

symmetrymathematical sciencescoxeter groupalgebraic combinatoricsfrattini subgroupsymmetric genusgroup theorygeometric group theory

The Symmetric Genus of Large Odd Order Groups. Houston Journal of Mathematics

symmetrymathematical sciencescoxeter groupordered groupfrattini subgroupsymmetric genusnumber theorygroup theorygeometric group theory

1
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Jay Zimmerman

Professor

Towson University

Affiliations

Jess & Mildred Fisher College of Science & Mathematics

Department of Mathematics

Jay Zimmerman is currently serving as a Mathematics Professor at Towson 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

Jay Zimmerman

Towson University

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Density of the Strong Symmetric Genus Values of P-Groups (With C. May). Communications in Algebra (2017)

c. maynumber theorygroup theorymathematicsgeometric group theory

The Strong Symmetric Genus Spectrum of Abelian Groups. Archiv der Mathematik (2017)

Angel V. KumchevCoy L. MayJay J. Zimmerman

abelian groupsgraph theorymathematicsgroup theory

Portraits of Groups on Bordered Surfaces. Proceedings of Bridges 2016: Mathematics, Music, Art, Architecture, Education, Culture (2016)

geometric representationsgroup representationgeometric topologybordered surfacesgeometry and topologygroup theoryartgeometric group theorygroup structure

The Density of the Real Genus Values of P-Groups. Mathematical Proceedings of the Royal Irish Academy (2015)

geometric topologymathematical analysismathematical sciencesanalytic number theoryfrattini subgroupnumber theorygroup theorygeometry of numbersreal genus valuesmathematicsgeometric group theory

The Symmetric Genus of P-Groups (With C. May). Communications in Algebra (2014)

symmetrymathematical sciencescoxeter groupalgebraic combinatoricsfrattini subgroupsymmetric genusgroup theorygeometric group theory

The Symmetric Genus of Large Odd Order Groups. Houston Journal of Mathematics

symmetrymathematical sciencescoxeter groupordered groupfrattini subgroupsymmetric genusnumber theorygroup theorygeometric group theory

1
10 / page