# Sung Woo Park

> Ph. D. University of California, Davis 2007

**Wikidata**: [Q102352296](https://www.wikidata.org/wiki/Q102352296)  
**Source**: https://4ort.xyz/entity/sung-woo-park

## Summary
Sung Woo Park is a computer scientist and academic researcher. He is best known for his doctoral work at the University of California, Davis, where he earned his Ph.D. in 2007.

## Biography
- **Education**: Ph.D., University of California, Davis (2007)
- **Known for**: Academic research in computer science and doctoral studies under Bernd Hamann
- **Field(s)**: Computer science

## Contributions
Sung Woo Park contributed to the academic field of computer science through his doctoral research at the University of California, Davis. He completed his Ph.D. in 2007 under the supervision of Bernd Hamann, a prominent computer scientist and mathematician. 

Park’s academic work is formally recognized in major scholarly databases. He is indexed in the Mathematics Genealogy Project (ID 136138), which tracks the lineage of mathematical and scientific researchers. Additionally, his contributions are documented in the Mathematical Reviews database under the MR Author ID 972970. His work at UC Davis associates him with a major public research institution known for its significant contributions to the industrial and service sectors of the computer science industry.

## FAQs
### Q: Where did Sung Woo Park receive his Ph.D.?
A: Sung Woo Park received his Ph.D. from the University of California, Davis in 2007.

### Q: Who was Sung Woo Park’s doctoral advisor?
A: His doctoral advisor was Bernd Hamann, a computer scientist and mathematician affiliated with the University of California, Davis.

### Q: What is Sung Woo Park's primary field of study?
A: Sung Woo Park is a computer scientist, a field focused on the study and practice of computer science within the industrial and service sectors.

## Why They Matter
Sung Woo Park is a part of the academic and scientific community centered at the University of California, Davis. By completing his doctorate under Bernd Hamann, he is linked to a specific lineage of researchers in computer science and mathematics. His inclusion in the Mathematics Genealogy Project and the Mathematical Reviews database signifies his role in the formal record of scientific progress. His background reflects the rigorous training provided by the University of California system, contributing to the global body of knowledge in computer science.

## Notable For
*   **Academic Achievement**: Earned a Ph.D. in Computer Science from the University of California, Davis in 2007.
*   **Research Lineage**: Doctoral student of Bernd Hamann, a noted scholar in computer and information science.
*   **Scholarly Indexing**: Listed in the Mathematics Genealogy Project with the identifier 136138.
*   **Professional Recognition**: Assigned MR Author ID 972970 within the Mathematical Reviews database.

## Body

### Academic Background
Sung Woo Park conducted his advanced scientific training at the University of California, Davis. He specialized in computer science, a discipline that bridges the industrial and service sectors. He successfully defended his doctoral thesis and was awarded his Ph.D. in 2007.

### Mentorship and Affiliation
Park’s research was conducted under the guidance of Bernd Hamann. Hamann is a multidisciplinary researcher with a Ph.D. from Arizona State University (1991) who is recognized as a computer scientist, mathematician, and information scientist. Through this mentorship, Park is affiliated with the University of California, Davis, a major research university established in 1905.

### Formal Records and Identifiers
Park is documented in several international academic databases that track scientific contributions:
*   **Mathematics Genealogy Project**: His entry (ID 136138) confirms his degree year and advisor.
*   **Mathematical Reviews**: He is tracked via MR Author ID 972970.
*   **Wikidata**: His professional profile is maintained under the description "Ph. D. University of California, Davis 2007."

## References

1. Mathematics Genealogy Project