Dan Dai

About Dan Dai

Dan Dai, With an exceptional h-index of 12 and a recent h-index of 10 (since 2020), a distinguished researcher at City University of Hong Kong, specializes in the field of Asymptotic Analysis, Riemann-Hilbert Problems, Random Matrix Theory, Orthogonal Polynomials, Special Functions.

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

Asymptotics of the confluent hypergeometric process with a varying external potential in the super-exponential region

From continuous to discrete: weak limit of normalized Askey–Wilson measure

Asymptotics and total integrals of the tritronqu\'{e}e solution and its Hamiltonian

Gap probability for the hard edge Pearcey process

The distribution function for the maximal height of N non-intersecting Bessel paths

Asymptotics of the deformed Fredholm determinant of the confluent hypergeometric kernel

Uniform asymptotics for the discrete Laguerre polynomials

On the deformed Pearcey determinant

Dan Dai Information

University

Position

Department of Mathematics

Citations(all)

447

Citations(since 2020)

266

Cited By

321

hIndex(all)

12

hIndex(since 2020)

10

i10Index(all)

15

i10Index(since 2020)

11

Email

University Profile Page

Google Scholar

Dan Dai Skills & Research Interests

Asymptotic Analysis

Riemann-Hilbert Problems

Random Matrix Theory

Orthogonal Polynomials

Special Functions

Top articles of Dan Dai

Asymptotics of the confluent hypergeometric process with a varying external potential in the super-exponential region

arXiv preprint arXiv:2403.16475

2024/3/25

Dan Dai
Dan Dai

H-Index: 9

From continuous to discrete: weak limit of normalized Askey–Wilson measure

The Ramanujan Journal

2024/1/18

Asymptotics and total integrals of the tritronqu\'{e}e solution and its Hamiltonian

arXiv preprint arXiv:2306.15847

2023/6/28

Dan Dai
Dan Dai

H-Index: 9

Gap probability for the hard edge Pearcey process

Annales Henri Poincaré

2023/6

Dan Dai
Dan Dai

H-Index: 9

Lun Zhang
Lun Zhang

H-Index: 2

The distribution function for the maximal height of N non-intersecting Bessel paths

The Ramanujan Journal

2023/5

Dan Dai
Dan Dai

H-Index: 9

Asymptotics of the deformed Fredholm determinant of the confluent hypergeometric kernel

Studies in Applied Mathematics

2022/11

Dan Dai
Dan Dai

H-Index: 9

Uniform asymptotics for the discrete Laguerre polynomials

Analysis and Applications

2022/9/20

Dan Dai
Dan Dai

H-Index: 9

On the deformed Pearcey determinant

Advances in Mathematics

2022/5/14

Dan Dai
Dan Dai

H-Index: 9

Lun Zhang
Lun Zhang

H-Index: 2

Applications in random matrix theory of a PIII -function sequence from Okamoto’s Hamiltonian formulation

Random Matrices: Theory and Applications

2022/4/26

Dan Dai
Dan Dai

H-Index: 9

Asymptotics of Fredholm determinant associated with the Pearcey kernel

Communications in Mathematical Physics

2021/3

Dan Dai
Dan Dai

H-Index: 9

Lun Zhang
Lun Zhang

H-Index: 2

On integrals of the tronquée solutions and the associated Hamiltonians for the Painlevé II equation

Journal of Differential Equations

2020/7/15

Dan Dai
Dan Dai

H-Index: 9

Lun Zhang
Lun Zhang

H-Index: 2

On a Ramanujan type entire function and its zeros

Journal of Mathematical Analysis and Applications

2020/5/15

Asymptotics of orthogonal polynomials with asymptotic Freud‐like weights

Studies in Applied Mathematics

2020/2

Dan Dai
Dan Dai

H-Index: 9

See List of Professors in Dan Dai University(City University of Hong Kong)

Co-Authors

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