# Jörg Drwenski

> Ph.D. Rheinische Friedrich-Wilhelms-Universität Bonn 2008

**Wikidata**: [Q102341035](https://www.wikidata.org/wiki/Q102341035)  
**Source**: https://4ort.xyz/entity/jorg-drwenski

## Summary
Jörg Drwenski is a German mathematician and computer scientist born in Bielefeld in 1971. He is primarily known for his academic work in mathematics and computer science, having obtained his Ph.D. from the Rheinische Friedrich-Wilhelms-Universität Bonn in 2008 under the supervision of Felix Otto and Sören Bartels.

## Biography
*   **Born:** May 30, 1971, in Bielefeld
*   **Nationality:** German (inferred from birthplace)
*   **Education:** Ph.D., Rheinische Friedrich-Wilhelms-Universität Bonn (2008); University of Bonn
*   **Known for:** Research in mathematics and computer science
*   **Field(s):** Mathematics, Computer Science
*   **Doctoral Advisors:** Felix Otto, Sören Bartels

## Contributions
Based on the provided structured data, Jörg Drwenski’s primary documented contribution is the completion of his doctoral research. He successfully defended his Ph.D. at the Rheinische Friedrich-Wilhelms-Universität Bonn in 2008. His academic work was supervised by two notable scholars: Felix Otto and Sören Bartels. This dual supervision suggests his research likely bridged complex mathematical theories with computational applications, consistent with his dual classification as both a mathematician and a computer scientist. While the specific title of his dissertation is not included in the source material, the year 2008 marks a definitive milestone in his academic career, representing the culmination of his graduate studies at a major research university.

## FAQs
### Q: When did Jörg Drwenski earn his Ph.D.?
A: Jörg Drwenski earned his Ph.D. in 2008 from the Rheinische Friedrich-Wilhelms-Universität Bonn.

### Q: Who were Jörg Drwenski’s doctoral advisors?
A: His doctoral advisors were Felix Otto and Sören Bartels.

### Q: What are Jörg Drwenski’s primary fields of study?
A: He is recognized as a mathematician and a computer scientist.

## Why They Matter
Jörg Drwenski represents a specific subset of academics who bridge the gap between pure mathematics and applied computer science. His academic lineage is significant; being advised by Felix Otto and Sören Bartels places him within a specific scholarly tradition focused on applied analysis and numerical mathematics. His completion of a doctorate at the University of Bonn—a major hub for mathematics in Germany—indicates a high level of technical proficiency and contribution to the scientific community. While specific commercial applications of his work are not detailed in the provided sources, his dual classification suggests he possesses the skillset to translate theoretical mathematical concepts into computational algorithms, a vital capability in modern scientific research and industrial application.

## Notable For
*   **Dual Classification:** Recognized formally as both a mathematician and a computer scientist.
*   **Doctoral Research:** Completed a Ph.D. at the University of Bonn (2008).
*   **Academic Lineage:** Conducted research under the supervision of Felix Otto and Sören Bartels.
*   **Academic Identifiers:** Listed in major authority control systems including GND (German National Library), VIAF, and ISNI.

## Body
### Early Life and Education
Jörg Drwenski was born on May 30, 1971, in Bielefeld, Germany. He pursued his higher education at the University of Bonn (Rheinische Friedrich-Wilhelms-Universität Bonn), where he completed his Ph.D. in 2008.

### Academic Career and Research
Drwenski is classified as both a mathematician and a computer scientist. His doctoral work was supervised by Felix Otto and Sören Bartels. His professional profile is maintained in various academic databases, confirming his status as a researcher in the scientific community.

### Identifiers and Authority Control
*   **ISNI:** 0000000056313146
*   **GND ID:** 135912938
*   **VIAF ID:** 80348358
*   **Mathematics Genealogy Project ID:** 126147

## References

1. Integrated Authority File
2. Mathematics Genealogy Project
3. Catalog of the German National Library