# Vladimir Rubin

> Dr. Universität Paderborn 2007

**Wikidata**: [Q102364840](https://www.wikidata.org/wiki/Q102364840)  
**Source**: https://4ort.xyz/entity/vladimir-rubin-q102364840

## Summary
Vladimir Rubin is a computer scientist who received his doctoral degree from the University of Paderborn in 2007. His academic work appears to span multiple research areas within computer science, with connections to several prominent academics in the field.

## Biography
- Born: [date and place not specified in source material]
- Nationality: [not specified in source material]
- Education: PhD from University of Paderborn (2007)
- Known for: [specific contributions not detailed in source material]
- Employer(s): [not specified in source material]
- Field(s): Computer science

## Contributions
The source material provides limited information about Vladimir Rubin's specific contributions. He completed his doctoral studies at the University of Paderborn in 2007 and has academic connections to professors Wilhelm Schäfer, Ekkart Kindler, Gregor Engels, and Wil van der Aalst. His Mathematics Genealogy Project ID (146286) and MR Author ID (831676) suggest he has published academic work in mathematics or computer science, but the specific publications, projects, or impacts of his work are not detailed in the available sources.

## FAQs
### Q: When did Vladimir Rubin receive his doctoral degree?
A: Vladimir Rubin received his doctoral degree from the University of Paderborn in 2007, as indicated by his academic credentials.

### Q: Who were Vladimir Rubin's academic advisors or mentors?
A: According to available sources, Vladimir Rubin's academic connections include professors Wilhelm Schäfer, Ekkart Kindler, Gregor Engels, and Wil van der Aalst, though it's not specified which served as his primary dissertation advisor.

### Q: What is Vladimir Rubin's Mathematics Genealogy Project ID?
A: Vladimir Rubin's Mathematics Genealogy Project ID is 146286, which indicates his placement in the academic genealogy of mathematicians and computer scientists.

### Q: Can Vladimir Rubin's academic publications be found through his MR Author ID?
A: Yes, Vladimir Rubin has an MR Author ID of 831676, which can be used to locate his publications in the Mathematical Reviews database, though the specific works are not detailed in the provided sources.

## Why They Matter
The significance of Vladimir Rubin's work is not fully detailed in the source material. As a computer scientist who completed doctoral studies under the influence of several prominent academics, his work may have contributed to the field of computer science. However, without specific information about his publications, research areas, or impacts, it's difficult to determine his exact influence on the discipline or which researchers or technologies may have been affected by his contributions.

## Notable For
- Received doctoral degree from University of Paderborn in 2007
- Academic connections to professors Wilhelm Schäfer, Ekkart Kindler, Gregor Engels, and Wil van der Aalst
- Mathematics Genealogy Project ID: 146286
- MR Author ID: 831676
- Identification as a computer scientist

## Body

### Academic Background
Vladimir Rubin is documented as having received a doctoral degree (Dr.) from the University of Paderborn in 2007. His academic genealogy connects him to several notable professors including Wilhelm Schäfer, Ekkart Kindler, Gregor Engels, and Wil van der Aalst, indicating he may have worked in research areas overlapping with these academics' expertise.

### Professional Identity
Rubin is identified as a computer scientist by occupation, placing his work within the industrial or service sectors where computer scientists typically operate. The reference to 38 sitelinks suggests some presence or recognition in online knowledge bases or academic databases.

### Academic Recognition
Rubin has been assigned identifiers in academic databases:
- Mathematics Genealogy Project ID: 146286
- MR Author ID: 831676

These identifiers can be used to trace his academic lineage and potentially locate his published works, though the specific content and impact of his research are not detailed in the provided source material.

## References

1. Mathematics Genealogy Project