# Jan Röttgers

> Ph.D. Humboldt-Universität zu Berlin 1999

**Wikidata**: [Q102345976](https://www.wikidata.org/wiki/Q102345976)  
**Source**: https://4ort.xyz/entity/jan-rottgers

## Summary  
Jan Röttgers is a German computer scientist who earned his Ph.D. from Humboldt‑Universität zu Berlin in 1999. His doctoral work was supervised by Oliver Günther and is recorded in the Mathematics Genealogy Project.

## Biography  
- **Born:** *not publicly documented*  
- **Nationality:** *not publicly documented*  
- **Education:** Ph.D. in Computer Science, Humboldt‑Universität zu Berlin (1999)  
- **Known for:** Completing a doctoral dissertation in computer science under Oliver Günther  
- **Employer(s):** *not publicly documented*  
- **Field(s):** Computer science  

## Contributions  
Jan Röttgers’ principal scholarly contribution is his 1999 doctoral dissertation at Humboldt‑Universität zu Berlin, conducted under the supervision of Oliver Günther, a noted computer scientist and business informatician. The dissertation added to the body of research produced by the university’s computer‑science department during a period of rapid growth in European informatics. His work is indexed in the Mathematics Genealogy Project (ID 130983), which preserves the academic lineage of scholars in mathematics‑related fields, including computer science. While specific publications, patents, or software artifacts from his dissertation are not listed in the available sources, the completion of a Ph.D. at a leading German institution signals a substantial contribution to the discipline’s scholarly foundations and to the mentorship network that follows his advisor’s academic lineage.

## FAQs  
### Q: When did Jan Röttgers receive his doctorate?  
**A:** He earned his Ph.D. from Humboldt‑Universität zu Berlin in 1999.  

### Q: Who supervised Jan Röttgers’ doctoral research?  
**A:** His doctoral advisor was Oliver Günther, a prominent German computer scientist.  

### Q: Where can I find information about Jan Röttgers’ academic lineage?  
**A:** He is listed in the Mathematics Genealogy Project under ID 130983.  

## Why They Matter  
Jan Röttgers represents a link in the academic chain of German computer science, bridging the research environment of Humboldt‑Universität zu Berlin with the broader European informatics community. His doctoral training under Oliver Günther placed him within a network of scholars who have shaped both theoretical and applied aspects of computing in Germany. By contributing a dissertation to this tradition, Röttgers helped sustain the university’s reputation for rigorous computer‑science research and ensured the continuation of mentorship practices that influence subsequent generations of researchers. The preservation of his academic record in the Mathematics Genealogy Project underscores the lasting relevance of his scholarly lineage.  

## Notable For  
- Earning a Ph.D. in computer science from Humboldt‑Universität zu Berlin in 1999.  
- Being supervised by Oliver Günther, a distinguished German computer scientist.  
- Inclusion in the Mathematics Genealogy Project (ID 130983), documenting his academic ancestry.  
- Holding the occupation of computer scientist as recorded in Wikidata.  

## Body  

### Education  
- **Institution:** Humboldt‑Universität zu Berlin  
- **Degree:** Doctor of Philosophy (Ph.D.) in Computer Science  
- **Year:** 1999  

### Doctoral Research  
- **Advisor:** Oliver Günther (German academic, computer scientist, business informatician)  
- **Focus:** Computer‑science research conducted within the university’s department, contributing to the scholarly output of the period.  

### Academic Lineage  
- **Mathematics Genealogy Project ID:** 130983  
- The project records his placement in the scholarly genealogy stemming from Oliver Günther, linking him to a broader network of mathematicians and computer scientists.  

### Professional Identity  
- **Occupation:** Computer scientist (as classified in Wikidata)  
- **Instance of:** Human  

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

## References

1. Mathematics Genealogy Project