# Stefan Janson

> Dr. rer. nat. Universität Leipzig 2007

**Wikidata**: [Q102337315](https://www.wikidata.org/wiki/Q102337315)  
**Source**: https://4ort.xyz/entity/stefan-janson

## Summary
Stefan Janson is a computer scientist who earned his Doctor of Natural Sciences (Dr. rer. nat.) from Leipzig University in 2007. He is recognized for his academic contributions to computer science, particularly through his doctoral research under the supervision of Martin Middendorf. His work is documented in authoritative databases such as the Mathematics Genealogy Project and Mathematical Reviews.

## Biography
- Born: [Date and place unknown]  
- Nationality: [Unknown]  
- Education: Doctor of Natural Sciences (Dr. rer. nat.), Leipzig University (2007)  
- Known for: Academic research in computer science  
- Employer(s): [Not specified]  
- Field(s): Computer science  

## Contributions  
Stefan Janson’s primary contributions stem from his doctoral research at Leipzig University, completed in 2007 under the guidance of Martin Middendorf. While specific publications or projects are not detailed in the source material, his work is indexed in the Mathematics Genealogy Project (ID: 122680) and Mathematical Reviews (Author ID: 913091), indicating involvement in peer-reviewed academic literature. His research aligns with the broader field of computer science, though explicit topics or innovations are not specified. As a holder of a Dr. rer. nat. degree, Janson’s work contributes to the foundational or applied aspects of computer science, reflecting the rigorous academic standards of Leipzig University.  

## FAQs  
### Q: Where did Stefan Janson earn his doctoral degree?  
A: Stefan Janson received his Dr. rer. nat. (Doctor of Natural Sciences) from Leipzig University in 2007.  

### Q: Who supervised Stefan Janson’s doctoral work?  
A: His doctoral advisor was Martin Middendorf, a notable figure in computer science.  

### Q: What databases recognize Stefan Janson’s academic contributions?  
A: He is listed in the Mathematics Genealogy Project (ID: 122680) and Mathematical Reviews (Author ID: 913091).  

## Why They Matter  
Stefan Janson’s academic achievements, particularly his doctoral work at Leipzig University, contribute to the advancement of computer science. His research, supervised by Martin Middendorf, aligns with the university’s tradition of scholarly rigor. By publishing in indexed mathematical and computer science literature, Janson supports the dissemination of knowledge in his field. While specific impacts or innovations are not detailed, his presence in authoritative academic databases underscores his role in the global research community. His work may influence peers, students, or subsequent studies, reflecting the foundational importance of academic scholarship in driving technological progress.  

## Notable For  
- Earned a Dr. rer. nat. from Leipzig University (2007).  
- Conducted doctoral research under advisor Martin Middendorf.  
- Indexed in the Mathematics Genealogy Project (ID: 122680) and Mathematical Reviews (Author ID: 913091).  

## Body  
### Education and Career  
Stefan Janson completed his Doctor of Natural Sciences (Dr. rer. nat.) at Leipzig University in 2007. His doctoral advisor was Martin Middendorf, a computer scientist affiliated with the university.  

### Research Focus  
Janson’s research falls within the domain of computer science, though specific subfields or topics are not detailed in the source material. His work is recognized in academic databases, suggesting contributions to mathematical or computational literature.  

### Academic Contributions  
- **Doctoral Dissertation (2007):** Completed at Leipzig University under Martin Middendorf.  
- **Indexed Works:** Listed in the Mathematics Genealogy Project and Mathematical Reviews, indicating peer-reviewed publications.  
- **Academic Affiliation:** Associated with Leipzig University, a prominent institution in scientific research.  

No additional details on employment, patents, or industry roles are provided in the source material.

## References

1. Mathematics Genealogy Project