Faculty

Institution

Unit

Venue

John Voight

Research Professor of Mathematics

Dartmouth College

Affiliations

Faculty of Arts and Sciences

Department of Mathematics

John Voight is currently serving as a Mathematics Research Professor of Mathematics at Dartmouth College.

Honors

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Experiences

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Education

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John Voight

Dartmouth College

Research Professor of Mathematics

You can click a keyword to filter the displayed items

mathematics applied mathematics number theory group theory mathematical sciences theoretical mathematics graph theory mathematical analysis algebraic geometry computer science analytic number theory algebra spectral theory numerical mathematics computational mathematics computability theory knot theory quaternion algebras topology ring theory geometric topology elliptic curves curve modeling commutative algebra order theory matrix analysis matrix theory foundation of mathematics combinatorial theory modern algebra quadratic forms hilbert modular forms shimura curves narrow class groups fake quadrics databases mathematical optimization curve fitting universal algebra applied algebra abstract algebra lattice theory discrete integrable system finite fields zeta functions triangle groups fundamental domains geography quantum chemistry polyhedron higher education automatic control nonlinear analysis group process group decision heredity symptom management integrable systems representation analysis real algebraic geometry computational number theory form finding database theory database systems geometry of numbers variable neighborhood search abstract analysis abstract complexity modular forms enumerative geometry fuchsian groups rigorous computation endomorphism ring modular forms database rational numbers explicit methods diophantine analysis algebraic number theory residue system

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Database of Basic Numerical Invariants of Hilbert Modular Surfaces. Contemporary mathematics - American Mathematical Society (2024)

Eran AssafAngelica BabeiBen BreenEdgar CostaJuanita Duque-RoseroAleksander HorawaJean KiefferAvinash KulkarniGrant MolnarSam SchiavoneJohn Voight

enumerative geometrycomputational geometryhilbert modular surfacesmathematicsbasic numerical invariantsapplied mathematics

A Database of Paramodular Forms From Quinary Orthogonal Modular Forms. Contemporary mathematics - American Mathematical Society (2024)

Eran AssafWatson LaddGustavo RamaGonzalo TornaríaJohn Voight

paramodular formsmathematicsdiscrete mathematicsmodern algebraapplied mathematics

Book Review: “Hurwitz’s Lectures on the Number Theory of Quaternions” by Nicola Oswald and JöRn Steuding. European Mathematical Society Magazine (2024)

John Voight

algebraic number theoryalgebraic geometrycomplex geometrymathematicsnicola oswaldjorn steudingnumber theoryapplied mathematics

Ideal Classes of Orders in Quaternion Algebras. Journal of Pure and Applied Algebra (2024)

Stefano MarsegliaHarry SmitJohn Voight

quaternion algebrasideal classesapplied mathematics

LUCANT: Lmfdb, Computation, and Number Theory. Contemporary mathematics - American Mathematical Society (2024)

Cremona, JohnJones, JohnPaulhus, JenniferSutherland, AndrewVoight, John

number theorymathematics

Rational Torsion Points on Abelian Surfaces With Quaternionic Multiplication. Forum of Mathematics Sigma (2024)

Jef LagaCiaran SchembriAri ShnidmanJohn Voight

quaternionic multiplicationabelian surfacesparticle physicsrational torsion pointsapplied mathematics

Beginnings. Routledge eBooks (2023)

Danielle KnafoMichael Selzer

Computing Euclidean Belyi Maps. Journal de Théorie des Nombres de Bordeaux (2023)

Matthew RadosevichJohn Voight

topologyjournalismeuclidean belyi mapsnumber theory

Counting Elliptic Curves Over the Rationals With a 7-Isogeny. Research in Number Theory (2023)

Grant MolnarJohn Voight

elliptic curvesanalytic number theorystatisticsnumber theory

Kneser’s Method of Neighbors. Archiv der Mathematik (2023)

John Voight

mathematical optimizationgeometric topologyalgebraic number theoryalgebraic geometryanalytic number theorydifferential geometrycombinatorial theoryabstract analysisvariable neighborhood searchapplied mathematicsmathematicsgeometry of numbersapplied algebrageometric analysisspectral theorygeometry and topologymathematical sciences

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John Voight

Research Professor of Mathematics

Dartmouth College

Affiliations

Faculty of Arts and Sciences

Department of Mathematics

John Voight is currently serving as a Mathematics Research Professor of Mathematics at Dartmouth 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

John Voight

Dartmouth College

Research Professor of Mathematics

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Database of Basic Numerical Invariants of Hilbert Modular Surfaces. Contemporary mathematics - American Mathematical Society (2024)

Eran AssafAngelica BabeiBen BreenEdgar CostaJuanita Duque-RoseroAleksander HorawaJean KiefferAvinash KulkarniGrant MolnarSam SchiavoneJohn Voight

enumerative geometrycomputational geometryhilbert modular surfacesmathematicsbasic numerical invariantsapplied mathematics

A Database of Paramodular Forms From Quinary Orthogonal Modular Forms. Contemporary mathematics - American Mathematical Society (2024)

Eran AssafWatson LaddGustavo RamaGonzalo TornaríaJohn Voight

paramodular formsmathematicsdiscrete mathematicsmodern algebraapplied mathematics

Book Review: “Hurwitz’s Lectures on the Number Theory of Quaternions” by Nicola Oswald and JöRn Steuding. European Mathematical Society Magazine (2024)

John Voight

algebraic number theoryalgebraic geometrycomplex geometrymathematicsnicola oswaldjorn steudingnumber theoryapplied mathematics

Ideal Classes of Orders in Quaternion Algebras. Journal of Pure and Applied Algebra (2024)

Stefano MarsegliaHarry SmitJohn Voight

quaternion algebrasideal classesapplied mathematics

LUCANT: Lmfdb, Computation, and Number Theory. Contemporary mathematics - American Mathematical Society (2024)

Cremona, JohnJones, JohnPaulhus, JenniferSutherland, AndrewVoight, John

number theorymathematics

Rational Torsion Points on Abelian Surfaces With Quaternionic Multiplication. Forum of Mathematics Sigma (2024)

Jef LagaCiaran SchembriAri ShnidmanJohn Voight

quaternionic multiplicationabelian surfacesparticle physicsrational torsion pointsapplied mathematics

Beginnings. Routledge eBooks (2023)

Danielle KnafoMichael Selzer

Computing Euclidean Belyi Maps. Journal de Théorie des Nombres de Bordeaux (2023)

Matthew RadosevichJohn Voight

topologyjournalismeuclidean belyi mapsnumber theory

Counting Elliptic Curves Over the Rationals With a 7-Isogeny. Research in Number Theory (2023)

Grant MolnarJohn Voight

elliptic curvesanalytic number theorystatisticsnumber theory

Kneser’s Method of Neighbors. Archiv der Mathematik (2023)

John Voight

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Harvard University

folklore tradition

english language

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applied mathematics

mathematics

Xiang-dong Hou

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