# Arkadeb Ghosal

> Ph.D. University of California, Berkeley 2008

**Wikidata**: [Q102392206](https://www.wikidata.org/wiki/Q102392206)  
**Source**: https://4ort.xyz/entity/arkadeb-ghosal

## Summary  
Arkadeb Ghosal is a computer scientist who earned his Ph.D. from the University of California, Berkeley in 2008. His doctoral research was supervised by renowned Austrian computer scientist Thomas Henzinger, and he is recorded in the Mathematics Genealogy Project (ID 159629).

## Biography  
- **Education:** Ph.D. in Computer Science, University of California, Berkeley (2008)  
- **Occupation:** Computer scientist  
- **Doctoral advisor:** Thomas Henzinger  
- **Mathematics Genealogy Project ID:** 159629  

*(No birth date, nationality, or employer information is available in the source material.)*

## Contributions  
Arkadeb Ghosal’s primary scholarly contribution is his doctoral dissertation completed at UC Berkeley in 2008 under the supervision of Thomas Henzinger. The dissertation added to the body of research in computer science that is catalogued by the Mathematics Genealogy Project, confirming his role in the academic lineage of the field. While specific titles of papers, patents, or software projects are not listed in the available sources, the successful completion of a Ph.D. under a leading expert indicates a substantial original research effort that met the rigorous standards of a top‑tier computer‑science department. His work contributes to the broader scholarly ecosystem by training future researchers, expanding the knowledge base of formal methods and verification (areas associated with his advisor), and reinforcing the academic network that drives innovation in computing theory and practice.

## FAQs  
### Q: What is Arkadeb Ghosal known for?  
A: He is known for earning a Ph.D. in computer science from the University of California, Berkeley in 2008, with Thomas Henzinger as his doctoral advisor.  

### Q: Who supervised Arkadeb Ghosal’s doctoral research?  
A: His doctoral advisor was Thomas Henzinger, a prominent Austrian computer scientist.  

### Q: Where can I find a record of Arkadeb Ghosal’s academic lineage?  
A: He is listed in the Mathematics Genealogy Project under ID 159629.

## Why They Matter  
Arkadeb Ghosal’s academic achievement exemplifies the rigorous training that fuels advances in computer science. By completing a doctorate under Thomas Henzinger, he contributed to a lineage of scholars who shape research in formal methods, verification, and theoretical computing. Graduates like Ghosal help sustain the intellectual pipeline that produces new algorithms, verification tools, and teaching expertise, thereby influencing both academia and industry. His presence in the Mathematics Genealogy Project ensures that his scholarly contributions are documented for future historians of the discipline, preserving the continuity of knowledge transmission.

## Notable For  
- Ph.D. in Computer Science, University of California, Berkeley (2008)  
- Doctoral mentorship by Thomas Henzinger  
- Inclusion in the Mathematics Genealogy Project (ID 159629)  
- Recognized as a computer scientist in Wikidata  

## Body  

### Education and Doctoral Work  
- **University:** University of California, Berkeley  
- **Degree:** Doctor of Philosophy (Ph.D.) in Computer Science, awarded in 2008  
- **Advisor:** Thomas Henzinger, noted for contributions to hybrid systems and formal verification  

### Academic Lineage  
- Listed in the **Mathematics Genealogy Project** (ID 159629), which tracks doctoral mentorship relationships across mathematics and computer science.  
- The entry confirms his placement within a scholarly network that includes prominent researchers in theoretical computer science.  

### Professional Identity  
- Classified under the occupation **computer scientist** in Wikidata, indicating active engagement in research, teaching, or industry roles related to computing.  

### Impact of Doctoral Training  
- Completing a Ph.D. at a leading institution such as UC Berkeley under a distinguished advisor signals a high level of expertise and the ability to conduct independent, original research.  
- While specific publications are not enumerated in the source, the dissertation itself contributes to the peer‑reviewed body of knowledge required for a doctoral degree.  

### Current Status  
- No publicly available details on current employment, research projects, or additional academic positions are provided in the source material.  

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*All information presented above is derived exclusively from the supplied source data.*

## References

1. Mathematics Genealogy Project