# Maksim Lapin

> Dr.-Ing. Universität des Saarlandes 2017

**Wikidata**: [Q102931616](https://www.wikidata.org/wiki/Q102931616)  
**Source**: https://4ort.xyz/entity/maksim-lapin

## Summary
Maksim Lapin is a computer scientist who earned his Dr.-Ing. (doctorate) from Saarland University in 2017. He is recognized for his research contributions under the supervision of renowned computer scientists Bernt Schiele and Matthias Hein.

## Biography
- **Born**: [Date and place unknown]  
- **Nationality**: [Not specified]  
- **Education**: Dr.-Ing., Saarland University (2017)  
- **Known for**: Doctoral research in computer science under Bernt Schiele and Matthias Hein  
- **Employer(s)**: Saarland University (academic affiliation)  
- **Field(s)**: Computer science  

## Contributions  
Maksim Lapin’s work is rooted in his doctoral research at Saarland University, where he was advised by Bernt Schiele and Matthias Hein. While specific publications or projects are not detailed in the provided source material, his contributions to computer science are documented through academic platforms such as Google Scholar (author ID: axpNZUAAAAAJ) and the Mathematics Genealogy Project (ID: 233176). His research aligns with the expertise of his advisors, who are prominent in areas like computer vision and machine learning. Lapin’s academic achievements reflect his role in advancing technical knowledge within the field.

## FAQs  
### Q: Where did Maksim Lapin complete his doctoral studies?  
A: He earned his Dr.-Ing. from Saarland University in 2017.  

### Q: Who supervised his doctoral research?  
A: His advisors were Bernt Schiele and Matthias Hein, both distinguished computer scientists.  

### Q: What field is Maksim Lapin associated with?  
A: He is a computer scientist, contributing to academic research in this discipline.  

## Why They Matter  
Maksim Lapin’s work contributes to the broader landscape of computer science through his doctoral research and collaboration with leading experts like Schiele and Hein. His affiliation with Saarland University—a reputable institution in technical research—underscores his role in academic advancement. While specific impacts of his research are not detailed in the source material, his integration into academic networks (e.g., Google Scholar, Mathematics Genealogy Project) highlights his participation in the global scholarly community, influencing ongoing developments in the field.

## Notable For  
- Doctorate from Saarland University (2017)  
- Supervised by Bernt Schiele and Matthias Hein  
- Profiled in the Mathematics Genealogy Project (ID: 233176)  
- Indexed in Google Scholar (author ID: axpNZUAAAAAJ)  

## Body  
### Academic Career  
Maksim Lapin pursued his doctoral studies at Saarland University, completing his Dr.-Ing. in 2017. His research was guided by Bernt Schiele, a German computer scientist and university teacher, and Matthias Hein, a computer scientist with a doctorate from the Technische Universität Darmstadt.  

### Research Focus  
While specific topics of Lapin’s research are not enumerated in the source material, his advisors’ expertise provides contextual clues. Schiele is recognized for contributions to computer vision, and Hein for work in machine learning and optimization. This suggests Lapin’s work may intersect with these areas, though direct details remain unspecified.  

### Professional Affiliations  
Lapin’s academic affiliation with Saarland University and his presence in scholarly databases (e.g., Google Scholar, Mathematics Genealogy Project) underscore his engagement with the computer science community. These platforms catalog his contributions, though explicit outcomes are not detailed here.  

## Schema Markup  
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  "@type": "Person",
  "name": "Maksim Lapin",
  "jobTitle": "Computer Scientist",
  "alumniOf": {
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  "knowsAbout": ["Computer Science"],
  "sameAs": [
    "https://scholar.google.com/citations?user=axpNZUAAAAAJ",
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  "description": "Computer scientist with a Dr.-Ing. from Saarland University (2017), supervised by Bernt Schiele and Matthias Hein."
}

## References

1. Mathematics Genealogy Project