Veldhoven, Netherlands

Hendrik Jan Jozef Hubertus Schepers

USPTO Granted Patents = 7 

 

Average Co-Inventor Count = 2.2

ph-index = 1

Forward Citations = 9(Granted Patents)


Location History:

  • Eindhoven, NL (2017 - 2019)
  • Veldhoven, NL (2014 - 2020)

Company Filing History:


Years Active: 2014-2020

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7 patents (USPTO):Explore Patents

Title: The Innovations of Hendrik Jan Jozef Hubertus Schepers

Introduction

Hendrik Jan Jozef Hubertus Schepers is a notable inventor based in Veldhoven, Netherlands. He holds a total of seven patents, showcasing his contributions to the field of technology and innovation. His work primarily focuses on advanced computational methods and secure data processing.

Latest Patents

Among his latest patents, one is titled "Hiding of a program execution." This invention provides a system for concealing changes to a set of program variables, utilizing a unique representation method. Another significant patent is "Computing with encrypted values," which describes a secure calculation process that operates on encrypted input values. This method ensures that calculations can be performed without exposing the underlying data, enhancing security in computational tasks.

Career Highlights

Schepers has had a distinguished career, working with prominent companies such as Koninklijke Philips Corporation N.V. and Philips Lighting Holding B.V. His experience in these organizations has allowed him to develop and refine his innovative ideas, contributing to advancements in technology.

Collaborations

Throughout his career, Schepers has collaborated with notable colleagues, including James Joseph Anthony McCormack and Paulus Mathias Hubertus Mechtildis Antonius Gorissen. These partnerships have fostered a creative environment that has led to significant technological advancements.

Conclusion

Hendrik Jan Jozef Hubertus Schepers is a remarkable inventor whose work has made a substantial impact in the field of technology. His patents reflect his commitment to innovation and secure computing methods.

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