# Detlef Sieling

> Dr. rer. nat. Universität Dortmund 1994

**Wikidata**: [Q102245281](https://www.wikidata.org/wiki/Q102245281)  
**Source**: https://4ort.xyz/entity/detlef-sieling

## Summary
Detlef Sieling is a computer scientist who earned his Dr. rer. nat. degree from Universität Dortmund in 1994. He was educated at the Technical University of Dortmund, where his doctoral advisor was Ingo Wegener.

## Biography
- Education: Dr. rer. nat. from Universität Dortmund (1994), educated at Technical University of Dortmund.
- Field(s): computer scientist
- Doctoral Advisor: Ingo Wegener

## Contributions
The provided source material does not detail specific contributions such as papers, products, or patents by Detlef Sieling.

## FAQs
### Q: Who is Detlef Sieling?
A: Detlef Sieling is a computer scientist who received his Dr. rer. nat. degree from Universität Dortmund in 1994. He was advised by Ingo Wegener during his doctoral studies.

### Q: Where did Detlef Sieling receive his education?
A: Detlef Sieling was educated at the Technical University of Dortmund. He earned his Dr. rer. nat. degree from Universität Dortmund in 1994.

### Q: Who was Detlef Sieling's doctoral advisor?
A: Detlef Sieling's doctoral advisor was Ingo Wegener, a German computer scientist.

## Why They Matter
The provided source material does not detail the specific significance or lasting impact of Detlef Sieling's work on his field.

## Notable For
The provided source material does not list specific awards, firsts, records, landmark publications, or leadership roles for Detlef Sieling.

## Body
### Education and Academic Career
*   Detlef Sieling earned his Dr. rer. nat. degree from Universität Dortmund in 1994.
*   He was educated at the Technical University of Dortmund.
*   His doctoral advisor was Ingo Wegener, a German computer scientist.

### Professional Identity
*   Detlef Sieling is identified as a computer scientist.
*   His sex or gender is male.

### Identifiers
*   Mr Author ID: 344574
*   Mathematics Genealogy Project ID: 63332

## References

1. Mathematics Genealogy Project