# Bastian Blankenburg

> Dr. rer. nat. Universität des Saarlandes 2014

**Wikidata**: [Q102936575](https://www.wikidata.org/wiki/Q102936575)  
**Source**: https://4ort.xyz/entity/bastian-blankenburg

## Summary
Bastian Blankenburg is a computer scientist who earned his Dr. rer. nat. (doctorate) from Saarland University in 2014. He is recognized for his research under the supervision of notable academics Matthias Klusch, Markus Bläser, and Sarit Kraus. His work contributes to the field of computer science, though specific achievements are not detailed in available sources.

## Biography
- Born: [Date and place unknown]
- Nationality: [Unknown]
- Education: Dr. rer. nat., Saarland University (2014)
- Known for: Research in computer science under distinguished advisors
- Employer(s): [Not specified]
- Field(s): Computer science

## Contributions
Bastian Blankenburg’s primary documented contribution is his doctoral research at Saarland University, completed in 2014 under the guidance of Matthias Klusch, Markus Bläser, and Sarit Kraus. While specific publications, projects, or innovations are not detailed in the provided sources, his work aligns with the expertise of his advisors, who are renowned in computer science and artificial intelligence. His doctoral studies reflect engagement with advanced topics in the field, though concrete outcomes such as papers, patents, or products remain unspecified in the available data.

## FAQs
### Q: Where did Bastian Blankenburg earn his doctorate?
A: He received his Dr. rer. nat. from Saarland University in 2014.

### Q: Who supervised his doctoral research?
A: His advisors were Matthias Klusch, Markus Bläser, and Sarit Kraus, all prominent computer scientists.

### Q: What is he best known for?
A: His academic contributions to computer science, as evidenced by his doctoral work and collaboration with leading researchers.

## Why They Matter
Bastian Blankenburg’s significance lies in his academic contributions to computer science, particularly through his doctoral research at Saarland University. While specific impacts or innovations are not enumerated in available sources, his collaboration with advisors like Sarit Kraus (artificial intelligence), Markus Bläser (algorithms), and Matthias Klusch (distributed systems) positions his work within a network of influential scholarship. His research likely advances foundational or applied knowledge in computer science, though broader implications or direct applications remain undocumented in the provided materials.

## Notable For
- Earned a Dr. rer. nat. from Saarland University (2014).
- Supervised by three distinguished computer scientists: Matthias Klusch, Markus Bläser, and Sarit Kraus.
- Holds a Mathematics Genealogy Project ID (233581), indicating his place within the academic lineage of mathematicians and computer scientists.

## Body
### Education and Academic Background
Bastian Blankenburg completed his doctoral studies at Saarland University, a leading institution in computer science. His Dr. rer. nat. (Doctor of Natural Sciences) degree, awarded in 2014, reflects specialized training in computer science. His research was jointly supervised by:
- **Matthias Klusch** (Dr.-Ing., Christian-Albrechts-Universität zu Kiel, 1997), an expert in distributed systems and artificial intelligence.
- **Markus Bläser** (Dr. rer. nat., Rheinische Friedrich-Wilhelms-Universität Bonn, 1999), known for work in algorithms and computational complexity.
- **Sarit Kraus** (Israeli computer scientist, artificial intelligence researcher, and university teacher), recognized for contributions to multi-agent systems and game theory.

### Research Context
While specific publications or projects led by Blankenburg are not enumerated in the source material, his doctoral work under these advisors suggests engagement with interdisciplinary topics at the intersection of computer science, artificial intelligence, and distributed systems. The collaboration with internationally recognized scholars underscores the potential relevance of his research to advancing technical fields.

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## References

1. Mathematics Genealogy Project