Faculty

Institution

Unit

Venue

Larry Rolen

Tenure-track Assistant Professor

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Larry Rolen is currently serving as a College Of Arts And Science Tenure-track Assistant Professor at Vanderbilt University.

Honors

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Experiences

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Education

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Larry Rolen

Vanderbilt University

Tenure-track Assistant Professor

You can click a keyword to filter the displayed items

mathematics mathematical sciences applied mathematics number theory modular forms algebraic number theory analytic number theory mathematical analysis mock modular forms spectral theory combinatorial theory mock theta functions algebraic geometry theoretical physics theta functions pure mathematics modulus problem geometric topology mathematical physics asymptotic analysis harmonic analysis riemann-hilbert problem algebraic analysis analytic combinatorics complex geometry harmonic maass forms quantum science automorphic forms theoretical analysis quantum modular forms applied algebra asymptotic formula fractional calculus algebraic combinatorics computational number theory elliptic function generalized functions geometry of numbers gromov-witten theory elliptic orbifolds physics high energy physics combinatorial optimization orthogonal polynomials complex function theory jensen polynomials elliptic curves statistical mechanics statistical physics knot theory black holes black hole dynamic combinatorial design theory combinatorial methods radial limits partition functions fractional partitions mechanical engineering numerical mathematics mathematical optimization difference equations raman spectroscopy general systems random matrix quantum lattice system enumerative geometry defect formation combinatorial designs lie theory riemann zeta function central derivatives famous deathbed letter original definition plane partition function turan inequalities fourier coefficients diophantine analysis

Notable Scholarly Works

Notable Federal Grants

Collaborators

Asymptotics of Parity Biases for Partitions Into Distinct Parts via Nahm Sums. Proceedings of the London Mathematical Society (2024)

Kathrin BringmannSiu Hang ManLarry RolenMatthias Storzer

distinct partspure mathematicsmathematicsnahm sumsparity biasesapplied mathematics

Correction to: Period-Like Polynomials for L-Series Associated With Half-Integral Weight Cusp Forms. Research in the Mathematical Sciences (2024)

James BranchNikolaos DiamantisWissam RajiLarry Rolen

period-like polynomialstheoretical mathematicsmathematicsnumber theoryapplied mathematicsmathematical sciences

Mock Modular Eisenstein Series With Nebentypus. Monographs in number theory (2024)

Michael H. MertensKen OnoLarry Rolen

algebraic number theorymock modular formsmathematical physicsnumber theorymathematical sciencesmodular forms

Period-Like Polynomials for L-Series Associated With Half-Integral Weight Cusp Forms. Research in the Mathematical Sciences (2024)

James BranchNikolaos DiamantisWissam RajiLarry Rolen

period-like polynomialsmathematicsnumber theorycomputational number theoryapplied mathematicsmathematical sciences

Analogues of the Bol Operator for Half-Integral Weight Weakly Holomorphic Modular Forms. Proceedings of the American Mathematical Society (2023)

Nikolaos DiamantisMin LeeLarry Rolen

combinatorial theorypure mathematicsmathematicsapplied algebrahalf-integral weight weaklygroup theorybol operatorapplied mathematicsmodular forms

Equidistribution and Partition Polynomials. The Ramanujan Journal (2023)

Amanda FolsomJoshua MalesLarry Rolen

computer scienceanalytic number theorygraph theoryalgebraic number theorytemporal complexitychemical engineeringtheoretical analysisraman spectroscopytime complexitypartition polynomialscomputational chemistrygeneral systemsfacies analysisnumber theoryapplied mathematics

𝐿-Values of Harmonic Maass Forms. Transactions of the American Mathematical Society (2023)

Nikolaos DiamantisLarry Rolen

theoretical analysispure mathematicsharmonic analysismathematicsnumber theorymodern algebraapplied mathematicsharmonic maass forms

The Second Shifted Difference of Partitions and Applications. Bulletin of the Australian Mathematical Society (2023)

virtual memorycombinatorial theorypartition (database)mathematicscomputer data storagediscrete mathematicsapplied mathematicsmathematical sciences

Generalized Frobenius Partitions, Motzkin Paths, and Jacobi Forms. Journal of Combinatorial Theory Series A (2022)

Yuze JiangLarry RolenMichael Woodbury

combinatoricsjacobi formscombinatorial theoryfrobenius partitionsmathematicsalgebraic combinatorics

L -Series of Harmonic Maass Forms and a Summation Formula for Harmonic Lifts. International Mathematics Research Notices (2022)

Nikolaos DiamantisMin LeeWissam RajiLarry Rolen

mathematicssummation formulaharmonic liftsapplied mathematicsharmonic maass forms

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Larry Rolen

Tenure-track Assistant Professor

Vanderbilt University

Affiliations

College of Arts and Science

Mathematics

Larry Rolen is currently serving as a College Of Arts And Science Tenure-track Assistant Professor at Vanderbilt 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

Larry Rolen

Vanderbilt University

Tenure-track Assistant Professor

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

Asymptotics of Parity Biases for Partitions Into Distinct Parts via Nahm Sums. Proceedings of the London Mathematical Society (2024)

Kathrin BringmannSiu Hang ManLarry RolenMatthias Storzer

distinct partspure mathematicsmathematicsnahm sumsparity biasesapplied mathematics

Correction to: Period-Like Polynomials for L-Series Associated With Half-Integral Weight Cusp Forms. Research in the Mathematical Sciences (2024)

James BranchNikolaos DiamantisWissam RajiLarry Rolen

period-like polynomialstheoretical mathematicsmathematicsnumber theoryapplied mathematicsmathematical sciences

Mock Modular Eisenstein Series With Nebentypus. Monographs in number theory (2024)

Michael H. MertensKen OnoLarry Rolen

algebraic number theorymock modular formsmathematical physicsnumber theorymathematical sciencesmodular forms

Period-Like Polynomials for L-Series Associated With Half-Integral Weight Cusp Forms. Research in the Mathematical Sciences (2024)

James BranchNikolaos DiamantisWissam RajiLarry Rolen

period-like polynomialsmathematicsnumber theorycomputational number theoryapplied mathematicsmathematical sciences

Analogues of the Bol Operator for Half-Integral Weight Weakly Holomorphic Modular Forms. Proceedings of the American Mathematical Society (2023)

Nikolaos DiamantisMin LeeLarry Rolen

combinatorial theorypure mathematicsmathematicsapplied algebrahalf-integral weight weaklygroup theorybol operatorapplied mathematicsmodular forms

Equidistribution and Partition Polynomials. The Ramanujan Journal (2023)

Amanda FolsomJoshua MalesLarry Rolen

𝐿-Values of Harmonic Maass Forms. Transactions of the American Mathematical Society (2023)

Nikolaos DiamantisLarry Rolen

theoretical analysispure mathematicsharmonic analysismathematicsnumber theorymodern algebraapplied mathematicsharmonic maass forms

The Second Shifted Difference of Partitions and Applications. Bulletin of the Australian Mathematical Society (2023)

virtual memorycombinatorial theorypartition (database)mathematicscomputer data storagediscrete mathematicsapplied mathematicsmathematical sciences

Generalized Frobenius Partitions, Motzkin Paths, and Jacobi Forms. Journal of Combinatorial Theory Series A (2022)

Yuze JiangLarry RolenMichael Woodbury

combinatoricsjacobi formscombinatorial theoryfrobenius partitionsmathematicsalgebraic combinatorics

L -Series of Harmonic Maass Forms and a Summation Formula for Harmonic Lifts. International Mathematics Research Notices (2022)

Nikolaos DiamantisMin LeeWissam RajiLarry Rolen

mathematicssummation formulaharmonic liftsapplied mathematicsharmonic maass forms

1
2
3
4
5
18
10 / page

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complex analysis

functional analysis

Alexander Solynin

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complex analysis

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Holly M. Swisher

Institution

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constructive approximation

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spectral theory

functional analysis

Dmitry Khavinson

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University of South Florida

applied mathematical modelling

real analysis

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applied mathematics

mathematics

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spectral theory

functional analysis