Researcher, Phenikaa University.
Also published as: Đỗ Ngọc Tuấn, Do Tuan, Tuan Ngoc Do
5 accepted papers at the ten venues since 2020: 2 in the official lists and 3 known only from personal pages, shown as +3 and tagged "unofficial" below. 0 accepted before 2026, 5 from 2026. ICLR: 0 submitted, 0 accepted, 0 rejected.
Links
- OpenReview profile (~Tuan_Do3): openreview.net/profile?id=~Tuan_Do3
- LinkedIn: linkedin.com/in/tuan-do-n2tp
- DBLP: dblp.org/pid/96/9610
Co-authors
- Long Hoang Dang (PTIT): 1 paper
- Nguyen Tu Uyen (NEU): 1 paper
People on this site who share papers with this professor, accepted, rejected or workshop, with their institution today and the number of shared papers; see Researcher collaboration for the whole graph.
Submitted and accepted per year
Accepted papers per year by where the authors are
Each column is one year's accepted papers; grey papers are known only from announcements or personal pages.
Co-authors and topics
- 7.2 co-authors per paper on average, accepted or not (fewest on an accepted paper 5, most on any submission 9), 17 different co-authors over 5 papers.
- 4.0 foreign co-authors per paper on average: co-authors whose affiliation on the paper is outside Vietnam.
- 16 different co-authors are at another university or institution than Phenikaa (8 abroad, 8 in Vietnam).
- 1 topics in 1 areas, from the conference's own label on 1 of 5 papers: General Machine Learning (1).
| Topic area | Topic | Papers |
|---|---|---|
| General Machine Learning | Causality | 1 |
Accepted papers (5)
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NeurIPS 2026unofficial
Learning in Policy Transparency Games: Wedge Structure and Adaptive Certification
Unofficial: name, and listed on their own page; in the NeurIPS 2026 list, not yet confirmable on OpenReview.
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NeurIPS 2026unofficial
Spectral Identifiability for World Models: Polynomial Projectors, Resolvent Stability, and a Krylov Bottleneck
Unofficial: name, and listed on their own page; in the NeurIPS 2026 list, not yet confirmable on OpenReview.
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NeurIPS 2026unofficial
SympFNO: Structure-Preserving Fourier Neural Operators for Physical Surrogate Modeling
Unofficial: name, and listed on their own page; in the NeurIPS 2026 list, not yet confirmable on OpenReview.
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ICML 2026
The Fisher Dimension: Instance-Dependent Complexity for Causal Discovery
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ACL 2026
An Information-Theoretic Foundation for the Subregular Hierarchy