Esher, United Kingdom

Richard John Parker

USPTO Granted Patents = 2 

Average Co-Inventor Count = 4.0

ph-index = 1


Company Filing History:


Years Active: 2022-2024

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2 patents (USPTO):Explore Patents

Title: Richard John Parker: Innovator in Hash Tree Technologies

Introduction

Richard John Parker, based in Esher, GB, is a notable inventor with two patents to his name. His innovative contributions are primarily centered around advanced hashing techniques, which play a significant role in data management and organization.

Latest Patents

One of Parker's latest patents is focused on developing "Hash subtrees for grouping components by component type". This system is designed to generate a hash tree where components are organized by their types. In this hash tree, each non-leaf node contains a hash of the hashes of its child nodes, while a leaf node represents a hash of an individual component. The innovation allows for the creation of component subtrees for each type, based on component-specific leaf nodes, ultimately generating a comprehensive root subtree that embodies the entire hash tree structure.

Career Highlights

Richard John Parker is associated with R3 Ltd., where he continues to contribute to advancements in technology through his patented innovations. His work demonstrates a deep understanding of data structures and their applications, making a mark in the field of hashing methodologies.

Collaborations

Throughout his career, Parker has collaborated with noteworthy colleagues, including Konstantinos Chalkias and Michael Christopher Hearn. This teamwork highlights the importance of collaboration in fostering innovation and developing cutting-edge solutions in the tech industry.

Conclusion

In summary, Richard John Parker is a significant figure in the realm of invention, particularly concerning hash tree technologies. His latest patents illustrate his commitment to enhancing data management systems, demonstrating how innovation can transform the way we handle component organization and retrieval in complex systems.

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