# Charles Teorell Loop

> Ph.D. from University of Washington in 1992 on "Generalized B-Spline Surfaces of Arbitrary Topological Type" supervised by Anthony David DeRose

**Wikidata**: [Q61954773](https://www.wikidata.org/wiki/Q61954773)  
**Source**: https://4ort.xyz/entity/charles-teorell-loop

## Summary
Charles Teorell Loop is a computer scientist known for his doctoral research on generalized B-spline surfaces, a foundational contribution to geometric modeling and computer graphics. He earned his Ph.D. from the University of Washington in 1992 under the supervision of Anthony David DeRose, establishing his expertise in computational geometry.

## Biography
- **Education**: Ph.D. in computer science, University of Washington (1992)  
- **Known for**: Research on generalized B-spline surfaces of arbitrary topological type  
- **Field(s)**: Computer science, geometric modeling  

## Contributions
Loop’s primary contribution is his 1992 doctoral thesis, *Generalized B-Spline Surfaces of Arbitrary Topological Type*, which advanced the mathematical framework for creating complex digital shapes. This work, supervised by Anthony David DeRose, addressed challenges in computational geometry by enabling flexible, topologically adaptive surface modeling. The research laid groundwork for applications in animation, engineering, and scientific visualization, though specific industrial impacts are not detailed in the source material.

## FAQs
### Q: What is Charles Teorell Loop best known for?  
A: He is recognized for his Ph.D. research on generalized B-spline surfaces, which expanded the capabilities of digital shape modeling in computer science.  

### Q: Who supervised Loop’s doctoral work?  
A: His thesis was supervised by Anthony David DeRose, a prominent figure in computer graphics and geometry processing.  

### Q: Where did Loop pursue his graduate studies?  
A: He earned his Ph.D. from the University of Washington, completing his degree in 1992.  

## Why They Matter  
Loop’s research on B-spline surfaces contributed to the evolution of computational geometry, a field critical to modern visual effects, CAD software, and 3D modeling. By addressing arbitrary topological types, his work enabled more sophisticated digital representations of objects, influencing industries reliant on precise geometric design. While the source material does not detail his post-academic career, his thesis remains a specialized milestone in the broader context of computer science history.

## Notable For  
- **Doctoral Achievement**: Author of *Generalized B-Spline Surfaces of Arbitrary Topological Type* (1992).  
- **Academic Affiliation**: Ph.D. graduate of the University of Washington’s computer science program.  
- **Supervisory Lineage**: Advised by Anthony David DeRose, a noted computer graphics expert.  

## Body  
### Academic Career  
Loop’s academic trajectory culminated in a Ph.D. from the University of Washington, where he specialized in computational geometry. His dissertation, *Generalized B-Spline Surfaces of Arbitrary Topological Type*, was completed in 1992 under the guidance of Anthony David DeRose. This work focused on extending B-spline surface modeling to handle complex topologies, a critical challenge in creating realistic digital representations of objects with non-uniform structures.  

### Research Focus  
The thesis addressed a niche but vital area of computer science: the mathematical modeling of surfaces for applications such as animation, engineering simulations, and virtual prototyping. By generalizing B-spline techniques, Loop’s research provided tools for greater flexibility in digital design, though the source material does not specify subsequent applications or commercial implementations of his work.  

### Professional Context  
Loop is classified as a computer scientist, a profession focused on the theoretical foundations of computation and system design. His work aligns with the field’s emphasis on interdisciplinary problem-solving, particularly in the industrial and service sectors. While his post-graduate career is not detailed in the provided data, his doctoral research situates him within the broader community of researchers contributing to geometric modeling and computer graphics.  

### Legacy and Identification  
Loop’s contributions are documented in academic repositories such as the Mathematics Genealogy Project (ID: 71960) and institutional records. His research identity is tied to the University of Washington, reflected in his inclusion in projects like the WikiProject PCC Wikidata Pilot. However, the source material does not indicate awards, patents, or leadership roles beyond his doctoral achievement.  

### Technical Specifications  
- **Thesis Title**: *Generalized B-Spline Surfaces of Arbitrary Topological Type*  
- **Year of Completion**: 1992  
- **Advisor**: Anthony David DeRose  
- **Institution**: University of Washington  
- **Identifier**: Mathematics Genealogy Project ID 71960  

This structured yet specialized academic output underscores Loop’s role as a researcher focused on solving geometric modeling challenges, a testament to the foundational yet often behind-the-scenes work underpinning advances in computer science.

## References

1. Mathematics Genealogy Project
2. WorldCat
3. [Source](https://www.genealogy.math.ndsu.nodak.edu/id.php?id=71960)