# Jiehua Chen

> Dr.-Ing. Technische Universität Berlin 2015

**Wikidata**: [Q102606343](https://www.wikidata.org/wiki/Q102606343)  
**Source**: https://4ort.xyz/entity/jiehua-chen

## Summary
Jiehua Chen is a German computer scientist and Dr.-Ing. (doctoral engineer) from Technische Universität Berlin, graduating in 2015. She is known for her work in computer science, particularly under the supervision of Rolf Niedermeier, and has contributed to academic research in the field.

## Biography
- Born: 1984
- Nationality: Germany
- Education: Dr.-Ing. from Technische Universität Berlin (2015)
- Known for: Research in computer science, particularly under the guidance of Rolf Niedermeier
- Employer(s): Not specified in the provided material
- Field(s): Computer science

## Contributions
Jiehua Chen's academic contributions are primarily documented through her doctoral work at Technische Universität Berlin, where she was advised by Rolf Niedermeier. Her research aligns with the broader field of computer science, though specific publications or projects are not detailed in the provided material. She has identifiers in academic databases such as DBLP, Google Scholar, and zbMATH, indicating her presence in the academic community. Her work reflects the interdisciplinary nature of computer science, potentially contributing to algorithmic research, computational complexity, or related subfields.

## FAQs
### Q: What is Jiehua Chen's educational background?
A: Jiehua Chen holds a Dr.-Ing. (doctoral engineer) degree from Technische Universität Berlin, graduating in 2015.

### Q: Who was Jiehua Chen's doctoral advisor?
A: Jiehua Chen's doctoral advisor was Rolf Niedermeier, a German computer scientist and university teacher.

### Q: What academic databases list Jiehua Chen as an author?
A: Jiehua Chen is listed in DBLP, Google Scholar, and zbMATH under her name.

### Q: Is there information on Jiehua Chen's current employer?
A: The provided material does not specify Jiehua Chen's current employer or affiliations.

### Q: What is Jiehua Chen's primary field of work?
A: Jiehua Chen's primary field of work is computer science, as indicated by her academic training and identifiers in relevant databases.

## Why They Matter
Jiehua Chen's contributions to computer science, particularly through her doctoral research, have positioned her within the academic community. Her work under the guidance of Rolf Niedermeier suggests a focus on theoretical or applied aspects of computer science, potentially advancing algorithmic research or computational problem-solving. While specific achievements are not detailed, her presence in academic databases indicates her role in shaping the field. Her work reflects the collaborative nature of academic research, where mentorship and interdisciplinary approaches drive innovation.

## Notable For
- Graduated with a Dr.-Ing. from Technische Universität Berlin in 2015.
- Listed in academic databases including DBLP, Google Scholar, and zbMATH.
- Supervised by Rolf Niedermeier, a prominent German computer scientist.
- Identified by academic identifiers such as GND, VIAF, and MR Author ID.
- Maintained by WikiProject Mathematics, indicating her relevance to mathematical and computational research.

## Body
### Education and Training
Jiehua Chen completed her Dr.-Ing. (doctoral engineer) degree at Technische Universität Berlin in 2015. Her academic training was supervised by Rolf Niedermeier, a distinguished German computer scientist and university teacher.

### Academic Identifiers
Jiehua Chen is recognized in academic databases such as DBLP, Google Scholar, and zbMATH, with identifiers including:
- DBLP Author ID: 72/4415-1
- Google Scholar Author ID: guvQn0EAAAAJ
- zbMATH Author ID: chen.jiehua

### Professional Affiliations
While her current employer is not specified, her academic affiliations and identifiers suggest active participation in the computer science research community.

### Field of Study
Jiehua Chen's work aligns with the broader field of computer science, though specific subfields or research foci are not detailed in the provided material. Her doctoral work likely contributed to theoretical or applied aspects of the discipline.

## References

1. Integrated Authority File
2. Mathematics Genealogy Project