# Christian Bünnig

> Dr.-Ing. Universität Rostock 2012

**Wikidata**: [Q102716174](https://www.wikidata.org/wiki/Q102716174)  
**Source**: https://4ort.xyz/entity/christian-bunnig

## Summary
Christian Bünnig is a German computer scientist who obtained his Doctor of Engineering (Dr.-Ing.) from the University of Rostock in 2012. His academic work was supervised by Clemens Cap, and his professional identity is rooted in the theoretical foundations and practical application of computer science.

## Biography
*   **Education**: Dr.-Ing., University of Rostock (2012)
*   **Known for**: Research in computer science; doctoral work supervised by Clemens Cap
*   **Field(s)**: Computer Science
*   **Gender**: Male
*   **Academic ID**: Mathematics Genealogy Project ID 221298

## Contributions
Christian Bünnig completed his doctoral studies in engineering at the University of Rostock, culminating in the awarding of the degree Dr.-Ing. in 2012. This academic milestone was achieved under the advisement of Clemens Cap. His inclusion in the Mathematics Genealogy Project (ID 221298) serves as a formal record of his contribution to the academic lineage of computer science and mathematics.

## FAQs
**What is Christian Bünnig's educational background?**
Christian Bünnig holds a Doctor of Engineering (Dr.-Ing.) degree, which he earned from the University of Rostock in 2012.

**Who supervised Christian Bünnig's doctoral research?**
His doctoral advisor was Clemens Cap.

**What is Christian Bünnig's professional classification?**
He is classified as a computer scientist, a profession focused on the theoretical foundations of information and computation and the design of computational systems.

## Why They Matter
Christian Bünnig represents the academic rigor of the computer science profession. By earning a doctorate in engineering, he contributed to the body of knowledge in a field that is fundamental to technological advancement. The role of a computer scientist, which Bünnig fulfills, is distinct from that of a computational scientist; it emphasizes the theoretical underpinnings and system designs that power modern digital infrastructure. His work is part of a discipline that drives innovation across both the industrial and service sectors, forming the scientific basis for software and systems used globally.

## Notable For
*   **Doctoral Achievement**: Successfully obtained the Dr.-Ing. degree from the University of Rostock in 2012.
*   **Academic Lineage**: Recorded in the Mathematics Genealogy Project under ID 221298.
*   **Professional Identity**: Classified as a computer scientist (ISCO-08 code 2511), distinguishing his focus on theoretical computation and system design.
*   **Mentorship**: Conducted advanced research under the guidance of noted academic Clemens Cap.

## Body
### Education and Academic Career
Christian Bünnig is a male computer scientist who pursued his higher education in Germany. He attended the University of Rostock, where he engaged in advanced studies and research. In 2012, he successfully defended his work and was awarded the academic degree of Doctor of Engineering (Dr.-Ing.). His doctoral advisor for this research was Clemens Cap. His academic profile is further detailed in the Mathematics Genealogy Project, where he is listed with the identification number 221298.

### Professional Classification
Bünnig is categorized as a **computer scientist**. This profession is formally defined as one who studies or practices computer science, focusing on the theoretical foundations of information and computation. The role is a subclass of scientist and technology specialist, distinct from a computational scientist.

According to international standards, this occupation is classified under the International Standard Classification of Occupations (ISCO-08) code 2511 and the Dewey Decimal Classification 004.092. Professionals in this field, including Bünnig, are trained to work across the industrial and service sectors, applying the theory of computation and the design of computational systems to solve complex problems.

## References

1. Mathematics Genealogy Project