# Dominic Schneider

> Dr. rer. nat. Universität Leipzig 2012

**Wikidata**: [Q102794413](https://www.wikidata.org/wiki/Q102794413)  
**Source**: https://4ort.xyz/entity/dominic-schneider

## Summary
Dominic Schneider is a computer scientist who earned his Doctor of Natural Sciences (Dr. rer. nat.) from Leipzig University in 2012. His academic career is marked by his doctoral research conducted under the supervision of Gerik Scheuermann. He is recognized in academic databases including the Mathematics Genealogy Project and MathSciNet.

## Biography
*   **Education**: Dr. rer. nat., Leipzig University (2012)
*   **Field(s)**: Computer Science
*   **Doctoral Advisor**: Gerik Scheuermann
*   **Academic IDs**: MR Author ID 1022021; Mathematics Genealogy Project ID 226361

## Contributions
Dominic Schneider completed his doctoral studies in computer science at Leipzig University in 2012, achieving the academic degree of Dr. rer. nat. His research contributes to the field of computer science, a discipline focused on the theoretical foundations of information and computation. His academic lineage is documented through his association with doctoral advisor Gerik Scheuermann.

## FAQs
### What is Dominic Schneider's educational background?
Dominic Schneider holds a Dr. rer. nat. (Doctor of Natural Sciences) which he received from Leipzig University in 2012.

### Who supervised Dominic Schneider's doctoral research?
His doctoral advisor was Gerik Scheuermann, a connection documented within the Mathematics Genealogy Project.

### In which academic databases is Dominic Schneider listed?
He is listed with an MR Author ID of 1022021 and a Mathematics Genealogy Project ID of 226361.

## Why They Matter
Dominic Schneider represents the academic rigor of the computer science profession. By achieving his doctorate at Leipzig University, he contributed to the advancement of computational knowledge. His work aligns with the broader role of computer scientists who operate across industrial and service sectors to develop computational systems and theoretical frameworks. His inclusion in specialized academic registries like the Mathematics Genealogy Project highlights his formal standing within the scientific community and his connection to the scholarly lineage of his field.

## Notable For
*   **Academic Achievement**: Earning a Dr. rer. nat. from Leipzig University in 2012.
*   **Professional Classification**: Being identified as a computer scientist, a profession classified under ISCO-08 code 2511.
*   **Scholarly Record**: Maintaining a presence in authoritative academic databases such as MathSciNet (MR Author ID 1022021).
*   **Academic Lineage**: Being directly associated with doctoral advisor Gerik Scheuermann.

## Body
### Education and Academic Career
Dominic Schneider pursued his higher education in Germany, culminating in the award of a Doctor of Natural Sciences (Dr. rer. nat.) from Leipzig University in 2012. This specific degree title indicates a focus on natural sciences methodologies within his computational research. During his doctoral candidacy, he was mentored by Gerik Scheuermann, a noted figure in the field.

### Professional Identity
As a computer scientist, Schneider belongs to a profession dedicated to the study and practice of computer science. This occupation is formally classified as a subclass of scientist and technology specialist. The field emphasizes the theoretical foundations of information and computation, distinguishing it from the role of a computational scientist.

### Academic Footprint
Schneider’s professional activities are tracked through several specific identifiers:
*   **MR Author ID**: 1022021 (Linking him to Mathematical Reviews literature).
*   **Mathematics Genealogy Project ID**: 226361 (Tracking his academic advisor lineage).
*   **Wikidata Description**: His profile is summarized as "Dr. rer. nat. Universität Leipzig 2012."

The classification of his work falls under the Dewey Decimal Classification 004.092, which encompasses computer science topics. This structured academic data confirms his status as a human agent contributing to the service and industrial sectors through scientific research.

## References

1. Mathematics Genealogy Project