# Martin Knechtel

> Ph.D. Technische Universität Dresden 2010

**Wikidata**: [Q102370643](https://www.wikidata.org/wiki/Q102370643)  
**Source**: https://4ort.xyz/entity/martin-knechtel

## Summary
Martin Knechtel is a German computer scientist who earned his Ph.D. from Technische Universität Dresden in 2010, advised by Franz Baader. His academic work contributes to the field of computer science, with documented connections to the Mathematics Genealogy Project.

## Biography
- **Born**: [date not provided]
- **Nationality**: German (inferred from institutional affiliation and advisor)
- **Education**: Ph.D., Technische Universität Dresden, 2010
- **Known for**: Doctoral research in computer science under Franz Baader
- **Employer(s)**: [not provided]
- **Field(s)**: Computer science

## Contributions
Martin Knechtel's academic legacy stems from his doctoral research completed at Technische Universität Dresden in 2010, supervised by Franz Baader—a leading German computer scientist. While specific publications or projects are not detailed in the source material, his participation in formal doctoral training signifies contributions to foundational theoretical computer science, particularly within the context of description logic and automated reasoning systems tied to his advisor's expertise. His Mathematics Genealogy Project entry (ID 150851) establishes his integration into the broader academic lineage of computer science research.

## FAQs
### Q: What degree did Martin Knechtel earn?
A: Martin Knechtel earned a Ph.D. from Technische Universität Dresden in 2010.

### Q: Who advised Martin Knechtel's doctoral research?
A: His doctoral advisor was Franz Baader, a prominent German computer scientist.

### Q: Is Martin Knechtel documented in academic databases?
A: Yes, he is listed in the Mathematics Genealogy Project with ID 150851.

### Q: What institution did Martin Knechtel attend?
A: He studied at Technische Universität Dresden, where he completed his Ph.D.

### Q: What field is Martin Knechtel associated with?
A: Computer science, with documented links to theoretical subfields like description logic.

## Why They Matters
Martin Knechtel's doctoral research under Franz Baader represents a continuation of rigorous academic inquiry in theoretical computer science, specifically within the lineage of automated reasoning and description logic. While individual contributions beyond his dissertation are not specified, his training and institutional affiliation at TU Dresden—a hub for formal methods research—highlight his role in sustaining collaborative academic networks. His inclusion in the Mathematics Genealogy Project underscores the interconnectedness of computer science education and research, though the broader impact of his specific work remains unspecified in available sources.

## Notable For
- Earning a Ph.D. from Technische Universität Dresden in 2010
- Completing doctoral research under Franz Baader
- Being indexed in the Mathematics Genealogy Project (ID: 150851)
- Academic association with TU Dresden's computer science program

## Body
### Academic Credentials
- **Name**: Martin Knechtel
- **Occupation**: Computer scientist
- **Sex**: Male
- **Ph.D.**: Technische Universität Dresden, 2010
- **Doctoral Advisor**: Franz Baader

### Institutional Affiliation
- **Alma Mater**: TUD Dresden University of Technology (Technische Universität Dresden)
- **Academic Lineage**: Connected to Franz Baader, a German computer scientist specializing in description logic and automated reasoning

### External Identification
- **Mathematics Genealogy Project**: ID 150851
- **Wikibase Entry**: Documented as a human instance with structured properties including occupation, education, and advisor

### Research Context
- **Field**: Computer science (broad theoretical discipline)
- **Related Work**: Associated with industrial and service sectors, as per domain classification of computer science
- **Advisor's Expertise**: Franz Baader's work in description logic provides context for likely research directions (e.g., knowledge representation, ontology reasoning)

## References

1. Mathematics Genealogy Project