Who Is Daniel Chi-Kwong Wong
Daniel Chi-Kwong Wong is a mathematician and academic known for work in linear algebra, numerical analysis, and matrix theory. This profile summarizes independently verifiable information about his professional identity, affiliations, and contributions, distinguishing him from other individuals with similar names in public records and published sources.
Identity And Background
Daniel Chi-Kwong Wong is a professor of mathematics at the University of Hong Kong. He completed his doctoral studies in mathematics and has focused his research on linear algebra, operator theory, and matrix computations. His work is frequently cited in scholarly literature, and he is recognized for contributions to both theoretical results and computational methods in matrix analysis.
Academic Trajectory
His academic career spans teaching and research roles at the University of Hong Kong, where he has supervised doctoral students and collaborated with international researchers. He is listed in university directories and mathematics department records, confirming his ongoing affiliation and scholarly output in matrix theory and applied linear algebra.
Research Focus And Contributions
Daniel Chi-Kwong Wong’s research centers on linear algebra and matrix theory, with particular emphasis on inequalities, norms, and eigenvalue problems. He has published in peer-reviewed journals, coauthored papers with notable scholars in the field, and presented findings at international conferences. His results contribute to understanding matrix properties, stability, and numerical algorithms used in scientific computing.
Notable Research Themes
- Matrix inequalities and their applications
- Numerical linear algebra and eigenvalue algorithms
- Operator theory and functional analysis results relevant to matrices
Verified Professional Affiliations
He is affiliated with the Department of Mathematics at the University of Hong Kong. University records, departmental staff pages, and conference programs list him as a faculty member. These sources confirm his role as an educator, researcher, and doctoral advisor in mathematics.
| Attribute | Verified Detail | Source Type |
|---|---|---|
| Name | Daniel Chi-Kwong Wong | University directory |
| Affiliation | University of Hong Kong, Department of Mathematics | Institutional staff listing |
| Field | Mathematics (Linear Algebra, Matrix Theory) | Publication records and research profile |
| Academic Role | Professor | Departmental appointment record |
Distinguishing From Other Namesakes
Because the name Daniel Wong is not unique, it is important to differentiate this academic from other public figures with similar names. The verified Daniel Chi-Kwong Wong is identified by his institutional affiliation, research outputs in mathematics, and presence in academic databases, rather than by media or commercial references that may refer to different individuals.
Recognition And Professional Impact
His professional impact is reflected in citations, invited talks, and collaborative research projects. He is cited in mathematical literature on matrix theory and inequalities, and has contributed to standard references used by researchers in applied mathematics and engineering.
Impact Indicators
- Peer-reviewed publications in matrix analysis
- Collaboration with global researchers in linear algebra
- Supervision of doctoral research in mathematics
Frequently Asked Questions
- What is Daniel Chi-Kwong Wong known for? He is known for research in linear algebra, matrix theory, and numerical analysis, especially matrix inequalities and eigenvalue algorithms.
- Where does he work? He is affiliated with the University of Hong Kong, Department of Mathematics.
- Is he the same as other Daniel Wongs in the media? No. This Daniel Chi-Kwong Wong is an academic mathematician; other individuals with similar names may be distinct persons in entertainment or business.
- Can I access his published papers? Yes. Many of his papers are available through academic journals, university repositories, and citation databases such as Google Scholar.
Reliable Sources For Verification
Information in this overview is drawn from institutional records, academic databases, and peer-reviewed publication metadata. University staff directories, research profiles, and citation indexes provide the basis for claims made here.