Kathrin Bringmann

About Kathrin Bringmann

Kathrin Bringmann, With an exceptional h-index of 31 and a recent h-index of 21 (since 2020), a distinguished researcher at Universität zu Köln, specializes in the field of Zahlentheorie.

His recent articles reflect a diverse array of research interests and contributions to the field:

Log concavity for unimodal sequences

A Rademacher-type exact formula for partitions without sequences

Asymptotic expansions for partitions generated by infinite products

Biases among classes of rank-crank partitions (mod 11)

Limiting behaviour of MacMahon-like q-series

Asymptotics of commuting -tuples in symmetric groups and log-concavity

Quasi-Jacobi forms, Appell-Lerch functions, and false theta functions as q-brackets of functions on partitions

On a Tauberian theorem of Ingham and Euler–Maclaurin summation

Kathrin Bringmann Information

University

Position

Professor für Mathematik

Citations(all)

3720

Citations(since 2020)

1655

Cited By

2926

hIndex(all)

31

hIndex(since 2020)

21

i10Index(all)

94

i10Index(since 2020)

57

Email

University Profile Page

Google Scholar

Kathrin Bringmann Skills & Research Interests

Zahlentheorie

Top articles of Kathrin Bringmann

Log concavity for unimodal sequences

Research in Number Theory

2024/3

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

A Rademacher-type exact formula for partitions without sequences

The Quarterly Journal of Mathematics

2024/2/27

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Asymptotic expansions for partitions generated by infinite products

Mathematische Annalen

2024/2/26

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Biases among classes of rank-crank partitions (mod 11)

Journal of Mathematical Analysis and Applications

2024/2/15

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Limiting behaviour of MacMahon-like q-series

arXiv preprint arXiv:2402.08340

2024/2/13

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Asymptotics of commuting -tuples in symmetric groups and log-concavity

arXiv preprint arXiv:2401.05874

2024/1/11

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Quasi-Jacobi forms, Appell-Lerch functions, and false theta functions as q-brackets of functions on partitions

arXiv preprint arXiv:2401.02820

2024/1/5

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

On a Tauberian theorem of Ingham and Euler–Maclaurin summation

The Ramanujan Journal

2023/5

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Karl Mahlburg
Karl Mahlburg

H-Index: 11

Generalized L-functions for meromorphic modular forms and their relation to the Riemann zeta function

Journal of Mathematical Analysis and Applications

2023/1/15

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Modularity of counting functions of convex planar polygons with rationality conditions

arXiv preprint arXiv:2301.00902

2023/1/3

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Jie Zhou
Jie Zhou

H-Index: 15

Asymptotics for -fold partition diamonds and related infinite products

arXiv preprint arXiv:2311.11805

2023/11/20

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Joshua Males
Joshua Males

H-Index: 2

Higher depth false modular forms

Communications in Contemporary Mathematics

2023/9/17

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Quantum modular forms from real-quadratic double sums

The Quarterly Journal of Mathematics

2023/9/1

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Odd unimodal sequeneces

arXiv preprint arXiv:2308.11556

2023/8/22

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

On the number of irreducible representations of

arXiv preprint arXiv:2308.02319

2023/8/4

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Taylor coefficients of false Jacobi forms and ranks of unimodal sequences

Advances in Mathematics

2023/8/1

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Graph schemes, graph series, and modularity

Journal of Combinatorial Theory, Series A

2023/7/1

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

An asymptotic formula for the number of n-dimensional representations of SU (3)

rn

2023/6/8

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

The mass of shifted lattices and class numbers of inhomogeneous quadratic polynomials

arXiv preprint arXiv:2305.17909

2023/5/29

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

Zilong He
Zilong He

H-Index: 2

Generalized -functions related to the Riemann zeta function

arXiv preprint arXiv:2305.13038

2023/5/22

Kathrin Bringmann
Kathrin Bringmann

H-Index: 19

See List of Professors in Kathrin Bringmann University(Universität zu Köln)

Co-Authors

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