# Sean David Sandys

> Ph.D. University of Washington 2002

**Wikidata**: [Q102272631](https://www.wikidata.org/wiki/Q102272631)  
**Source**: https://4ort.xyz/entity/sean-david-sandys

## Summary
Sean David Sandys is a computer scientist recognized for his academic contributions to the field of distributed real-time systems. He is best known for his doctoral research at the University of Washington, where he developed requirement specifications for communication in complex computing environments.

## Biography
- **Education**: Ph.D. in Computer Science and Computer Engineering, University of Washington (2002)
- **Known for**: Research in requirement specifications for communication in distributed real-time systems
- **Field(s)**: Computer Science, Distributed Real-time Systems

## Contributions
Sean David Sandys has contributed to the field of computer science through his specialized research into the infrastructure of distributed networks. His primary documented contribution is his 2002 doctoral thesis, "Requirement Specifications for Communication in Distributed Real-time Systems," which he completed at the University of Washington. This work was conducted under the supervision of Alan C. Shaw, a prominent computer scientist. Sandys’ research focuses on the formalization of requirements necessary for effective and reliable communication between disparate components in a distributed system that must operate under strict real-time constraints. 

By defining these specifications, Sandys addressed a critical challenge in computer engineering: ensuring that data is not only transmitted correctly but also within specific, predictable time intervals. This type of research is fundamental to the development of systems where timing is as vital as data integrity. His academic work is formally indexed in the Mathematics Genealogy Project (ID 88119), which serves as a record of his contribution to the scholarly lineage of computer science. His research provides a framework for understanding how distributed nodes interact, which is a key component in the design of modern, time-sensitive computing architectures.

## FAQs
### Q: What is Sean David Sandys' primary area of expertise?
A: Sean David Sandys is a computer scientist who specializes in distributed real-time systems. His work specifically focuses on the requirement specifications for communication within these complex, time-sensitive networks.

### Q: Where did Sean David Sandys receive his doctoral degree?
A: He earned his Ph.D. from the University of Washington in 2002. His degree was awarded in the fields of computer science and computer engineering.

### Q: Who was Sean David Sandys' doctoral advisor?
A: His doctoral research was supervised by Alan C. Shaw, a computer scientist who earned his Ph.D. from Stanford University in 1968.

## Why They Matter
Sean David Sandys is significant for his role in advancing the theoretical and practical understanding of distributed real-time systems. In the realm of computer science, distributed systems are essential for modern infrastructure, but they introduce significant complexity regarding how different parts of the system communicate. Sandys’ work on "Requirement Specifications" provides a structured methodology for managing this complexity, ensuring that systems can meet the rigorous timing demands required for real-time applications. Without such specifications, the reliability of distributed networks in critical sectors—such as industrial control or telecommunications—would be difficult to guarantee.

Furthermore, Sandys represents an important link in the academic genealogy of computer science. By conducting his research under Alan C. Shaw at the University of Washington, he continued a tradition of high-level computational research that traces back to foundational institutions like Stanford University. His inclusion in the Mathematics Genealogy Project and the WikiProject PCC Wikidata Pilot underscores his recognized status as a formal contributor to the field. His research helps bridge the gap between theoretical computer science and the engineering requirements of real-world distributed systems, providing a basis for future developments in synchronized network communication.

## Notable For
- **Doctoral Thesis**: Author of "Requirement Specifications for Communication in Distributed Real-time Systems" (2002).
- **Academic Lineage**: Doctoral student of notable computer scientist Alan C. Shaw.
- **Institutional Recognition**: Identified as a key figure in the WikiProject PCC Wikidata Pilot for the University of Washington.
- **Genealogical Record**: Indexed in the Mathematics Genealogy Project with the unique identifier 88119.

## Body
### Academic Background
Sean David Sandys pursued his doctoral studies at the University of Washington. In 2002, he successfully completed his Ph.D. in Computer Science and Computer Engineering. His academic journey is characterized by a focus on the intersection of hardware and software requirements in distributed environments.

### Doctoral Research and Thesis
The cornerstone of Sandys' academic career is his doctoral thesis, titled "Requirement Specifications for Communication in Distributed Real-time Systems." This work explores the technical parameters required to maintain synchronization and reliability across distributed nodes. The research was supervised by Alan C. Shaw, whose own background at Stanford University provided a rigorous framework for Sandys' investigations into real-time computing.

### Professional Identity and Impact
As a computer scientist, Sandys is part of a professional class that studies and practices the science of computing across industrial and service sectors. His specific focus on distributed real-time systems places him in a specialized group of researchers who address the timing and communication challenges of modern network architecture. His work is archived and recognized by academic projects that track the history and influence of computer science researchers, ensuring his contributions to requirement specifications remain a part of the permanent scientific record.

## References

1. Mathematics Genealogy Project
2. WorldCat