Guang Cheng
Facts
12 properties- Instance of
- human
- Country of citizenship
- People's Republic of China, United States[3][4]
- Occupation
- statistician, university teacher
- Employer
- Purdue University[5]
- Award received
- Fellow of the Institute of Mathematical Statistics[9]
- Doctoral advisor
- Michael R. Kosorok[8]
- Doctoral student
- Wei Sun, Zhuqing Yu, Meimei Liu, Ching-Wei Cheng, Botao Hao, Ritabrata Dutta[12][13][14][15][16][17]
- Academic degree
- Doctor of Philosophy[18]
- Imported from
- wholeness_audit_2026-05-02
- Member of
- Institute of Mathematical Statistics (2020–present)[10]
- ORCID iD
- 0000-0002-7874-9404
- OpenAlex ID
- A5101688179as of 2026-09-23
where from?
- Source
- OpenAlex
- Edition
- 20260923 · as of 2026-09-23
- Licence
- CC0 1.0 Universal
- Bronze
- not in the catalog
- Transform
- 4ort-mint · openalex:20260923 · version not recorded
- DBLP author ID
- 99/4812-3
- Google Knowledge Graph ID
- /g/11gm_55q29
- IEEE Xplore author ID
- 37086617512
- MR Author ID
- 844824
- Mathematics Genealogy Project ID
- 99456
- SSRN author ID
- 2762073
Author of 16
← Authored by 16
0 sources
Summary
Guang Cheng worked as a statistician[1] and university teacher[2].
Body
Education
Educated at University of Wisconsin–Madison[6], a public research university[19], in United States[20], founded in 1848[21] and Tsinghua University[7], a public university[22], in People's Republic of China[23], founded in 1911[24], headquartered in Beijing[25].
Career and Affiliations
Doctoral students include Wei Sun[12]; Zhuqing Yu[13], a statistician[26]; Meimei Liu[14], a statistician[27]; Ching-Wei Cheng[15]; Botao Hao[16], a statistician[28]; and Ritabrata Dutta[17], a biostatistician[29].
FAQs
What did Guang Cheng do for work?
Guang Cheng worked as statistician[1] and university teacher[2].
Where did Guang Cheng go to school?
Guang Cheng was educated at University of Wisconsin–Madison[6] and Tsinghua University[7].
What awards did Guang Cheng receive?
Honors received include Fellow of the Institute of Mathematical Statistics[9].