# Thomas Reichel

> Dr.-Ing. Technische Universität Chemnitz 2013

**Wikidata**: [Q102751791](https://www.wikidata.org/wiki/Q102751791)  
**Source**: https://4ort.xyz/entity/thomas-reichel-q102751791

## Summary
Thomas Reichel is a male computer scientist who earned his Dr.-Ing. degree from Chemnitz University of Technology in 2013. His doctoral advisor was Gudula Rünger, and his academic lineage is documented in the Mathematics Genealogy Project.

## Biography
- **Born:** [date and place not provided]
- **Nationality:** [not provided]
- **Education:** Dr.-Ing. (Doctor of Engineering), Chemnitz University of Technology, 2013
- **Known for:** Completing doctoral studies in computer science under Gudula Rünger
- **Employer(s):** [not provided]
- **Field(s):** Computer Science

## Contributions
Thomas Reichel completed his Doctor of Engineering (Dr.-Ing.) degree at Chemnitz University of Technology in 2013, specializing in computer science. His doctoral research was conducted under the supervision of Professor Gudula Rünger. This advanced academic qualification signifies significant contributions to the field within his research area, though specific published work, patents, or projects are not detailed in the provided source material. His achievement represents a formal step in the academic progression of computer science research at Chemnitz University, contributing to the university's research output in this discipline.

## FAQs
### Q: What degree did Thomas Reichel earn?
A: Thomas Reichel earned a Dr.-Ing. (Doctor of Engineering) degree.

### Q: Where did Thomas Reichel earn his doctorate?
A: He earned his doctorate from Chemnitz University of Technology.

### Q: Who was Thomas Reichel's doctoral advisor?
A: His doctoral advisor was Gudula Rünger.

### Q: When did Thomas Reichel complete his doctorate?
A: He completed his doctorate in 2013.

### Q: What field is Thomas Reichel associated with?
A: He is associated with the field of computer science.

## Why They Matter
Thomas Reichel's completion of a Dr.-Ing. in computer science at Chemnitz University of Technology in 2013 under Gudula Rünger contributes to the academic lineage and research output of the institution. His work, while specific details aren't provided, adds to the body of knowledge developed within the computer science department at Chemnitz. His research, supervised by a prominent computer scientist like Rünger, likely contributes to ongoing projects or themes in the field. His inclusion in the Mathematics Genealogy Project (ID: 223840) solidifies his place within the academic history of computer science, connecting him to a wider scholarly tradition. Without such doctoral completions, the research pipeline and specialized expertise within institutions like Chemnitz would be diminished.

## Notable For
- Earning a Dr.-Ing. (Doctor of Engineering) degree from Chemnitz University of Technology in 2013.
- Completing doctoral research in computer science.
- Having Gudula Rünger as his doctoral advisor.
- Being documented in the Mathematics Genealogy Project (ID: 223840).

## Body
### Education and Doctorate
- Thomas Reichel is documented as earning a Dr.-Ing. degree from Chemnitz University of Technology in 2013.
- His formal education and doctoral studies took place within the field of computer science.
- The source material explicitly states "Dr.-Ing. Technische Universität Chemnitz 2013" as his key academic credential.

### Academic Lineage and Supervision
- Gudula Rünger is identified as Thomas Reichel's doctoral advisor.
- Rünger herself is a computer scientist, university teacher, and scientist, earning her Dr. rer. nat. from Universität zu Köln in 1989.
- This advisor-student relationship places Reichel within a specific academic lineage documented by the Mathematics Genealogy Project (ID: 223840).

### Professional Context
- Reichel is classified as a computer scientist, belonging to the professional class studying or practicing computer science.
- This profession exists within both the industrial sector and the service sector.
- No specific employers, current or past, are mentioned in the provided source material.

## References

1. Mathematics Genealogy Project