Faculty

Institution

Unit

Venue

Avner Ash

Professor

Boston College

Affiliations

Robert J. Morrissey College of Arts and Sciences

Math Department

Mathematics Department

Avner Ash is currently serving as a Math Professor at Boston College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Avner Ash

Boston College

Professor

You can click a keyword to filter the displayed items

mathematics applied mathematics representation theory graph theory number theory group theory galois representations congruence subgroups particle physics analytic number theory algebra mathematical physics mathematical analysis hecke operators mathematical sciences modern algebra ring theory modular symbols cuspidal cohomology reducible galois representations materials science computational number theory arithmetic homology geometric topology quantum science spectral theory applied algebra complex geometry modal logic matrix analysis hecke eigenclasses p-adic deformations mod-p cohomology arithmetic cohomology linguistics combinatorial theory mathematical optimization numerical algorithms convex analysis computational optimization high energy physics quantum chemistry molecular physics atomic spectroscopy literary history textual practice generalized functions representation analysis numerical experiment lower bounds nilpotent groups frattini subgroup abstract algebra constructive field theory finite fields lattice theory matroid theory linear systems linear operators matrix theory modulus problem electronic structure molecular materials literary studies theoretical analysis smooth compactifications higher dimensions modular symbol conjectural connections arithmetic quotients algebraic number theory

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Cuspidal Cohomology of Gl3/ℚ and Cubic Fields. International Journal of Number Theory (2024)

Avner AshDan Yasaki

analytic number theorycuspidal cohomologycubic fieldsnumber theorymathematics

Boundaries of Modular Symbols. Proceedings of the American Mathematical Society (2023)

Avner Ash

pure mathematicscombinatoricsmodal logicmodular symbolsmathematical sciencesapplied mathematicsmathematicsmodulus problem

Cohomology of Congruence Subgroups of Sl 3 ( Z ), Steinberg Modules, and Real Quadratic Fields. Journal of Number Theory (2022)

Avner AshDan Yasaki

analytic number theorygroup theorygraph theorynumber theoryapplied mathematicscongruence subgroupsparticle physics

Cohomology of Congruence Subgroups of Sl_3(Z), Steinberg Modules, and Real Quadratic Fields. arXiv (Cornell University) (2021)

Avner AshDan Yasaki

graph theoryreal quadratic fieldscongruence subgroupsmathematicsparticle physicssteinberg modules

Steinberg Homology, Modular Forms, and Real Quadratic Fields. Journal of Number Theory (2021)

Avner AshDan Yasaki

real quadratic fieldsnumber theorysteinberg homology

Cohomology With Twisted One-Dimensional Coefficients for Congruence Subgroups of Sl 4 ( Z ) and Galois Representations. Journal of Algebra (2020)

Avner AshPaul E. GunnellsMark McConnell

applied mathematicstwisted one-dimensional coefficientsthin filmsmathematical physicsmathematicsparticle physicsquantum sciencecongruence subgroups

Lattice-Packing by Spheres and Eutactic Forms. Experimental Mathematics (2019)

Avner AshRobert Gross

graph theorylattice theoryeutactic formsapplied mathematics

Preface to the Second Edition. Cambridge University Press eBooks (2019)

Colin Bird

literary studiesliterary theoryliterary historytextual practicesecond editionliteratureliterary criticism

Sums of Galois Representations and Arithmetic Homology. Transactions of the American Mathematical Society (2019)

Avner AshDarrin Doud

mathematicsarithmetic homologygalois representationsrepresentation theory

Cohomology With Twisted One-Dimensional Coefficients for Congruence Subgroups of Sl(4,Z) and Galois Representations. arXiv (Cornell University) (2018)

Avner AshPaul E. GunnellsMark McConnell

graph theorytwisted one-dimensional coefficientsgalois representationsapplied mathematicscongruence subgroupsparticle physicsrepresentation theory

1
2
3
4
5
9
10 / page

Avner Ash

Professor

Boston College

Affiliations

Robert J. Morrissey College of Arts and Sciences

Math Department

Mathematics Department

Avner Ash is currently serving as a Math Professor at Boston College.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Avner Ash

Boston College

Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

The Cuspidal Cohomology of Gl3/ℚ and Cubic Fields. International Journal of Number Theory (2024)

Avner AshDan Yasaki

analytic number theorycuspidal cohomologycubic fieldsnumber theorymathematics

Boundaries of Modular Symbols. Proceedings of the American Mathematical Society (2023)

Avner Ash

pure mathematicscombinatoricsmodal logicmodular symbolsmathematical sciencesapplied mathematicsmathematicsmodulus problem

Cohomology of Congruence Subgroups of Sl 3 ( Z ), Steinberg Modules, and Real Quadratic Fields. Journal of Number Theory (2022)

Avner AshDan Yasaki

analytic number theorygroup theorygraph theorynumber theoryapplied mathematicscongruence subgroupsparticle physics

Cohomology of Congruence Subgroups of Sl_3(Z), Steinberg Modules, and Real Quadratic Fields. arXiv (Cornell University) (2021)

Avner AshDan Yasaki

graph theoryreal quadratic fieldscongruence subgroupsmathematicsparticle physicssteinberg modules

Steinberg Homology, Modular Forms, and Real Quadratic Fields. Journal of Number Theory (2021)

Avner AshDan Yasaki

real quadratic fieldsnumber theorysteinberg homology

Cohomology With Twisted One-Dimensional Coefficients for Congruence Subgroups of Sl 4 ( Z ) and Galois Representations. Journal of Algebra (2020)

Avner AshPaul E. GunnellsMark McConnell

applied mathematicstwisted one-dimensional coefficientsthin filmsmathematical physicsmathematicsparticle physicsquantum sciencecongruence subgroups

Lattice-Packing by Spheres and Eutactic Forms. Experimental Mathematics (2019)

Avner AshRobert Gross

graph theorylattice theoryeutactic formsapplied mathematics

Preface to the Second Edition. Cambridge University Press eBooks (2019)

Colin Bird

literary studiesliterary theoryliterary historytextual practicesecond editionliteratureliterary criticism

Sums of Galois Representations and Arithmetic Homology. Transactions of the American Mathematical Society (2019)

Avner AshDarrin Doud

mathematicsarithmetic homologygalois representationsrepresentation theory

Cohomology With Twisted One-Dimensional Coefficients for Congruence Subgroups of Sl(4,Z) and Galois Representations. arXiv (Cornell University) (2018)

Avner AshPaul E. GunnellsMark McConnell

graph theorytwisted one-dimensional coefficientsgalois representationsapplied mathematicscongruence subgroupsparticle physicsrepresentation theory

1
2
3
4
5
9
10 / page

Similar Faculty Members

Michael Larsen

Institution

Indiana University Bloomington

mathematics

applied mathematics

Shulim Kaliman

Institution

University of Miami

algebraic structure

algebraic geometry

Yuval Flicker

Institution

Ohio State University

algebra

mathematical science

Ted Chinburg

Institution

University of Pennsylvania

geometry of number

mathematical science

Frank Calegari

Institution

University of Chicago

mathematics

applied mathematics

Alexander S. Merkurjev

Institution

University of California, Los Angeles

algebra

algebraic structure

John Voight

Institution

Dartmouth College

residue system

algebraic number theory

Paul Gunnells

Institution

University of Massachusetts Amherst

mathematics

applied mathematics

Steven Sam

Institution

University of California, San Diego

algebra

combinatorial theory

Stephen J McAdam

Institution

University of Texas at Austin

mathematics

algebra

Similar Faculty Members

Michael Larsen

Institution

Indiana University Bloomington

mathematics

applied mathematics

Shulim Kaliman

Institution

University of Miami

algebraic structure

algebraic geometry

Yuval Flicker

Institution

Ohio State University

algebra

mathematical science

Ted Chinburg

Institution

University of Pennsylvania

geometry of number

mathematical science

Frank Calegari

Institution

University of Chicago

mathematics

applied mathematics

Alexander S. Merkurjev

Institution

University of California, Los Angeles

algebra

algebraic structure

John Voight

Institution

Dartmouth College

residue system

algebraic number theory

Paul Gunnells

Institution

University of Massachusetts Amherst

mathematics

applied mathematics

Steven Sam

Institution

University of California, San Diego

algebra

combinatorial theory

Stephen J McAdam

Institution

University of Texas at Austin

mathematics

algebra