HOUSTON, TX, United States of America

Andres Sibrai

This inventor holds 2 USPTO granted patents. Top assignee: Aistorm, Inc.. Active years: 2025-2026.


% Patents Active = 50.0

Average Co-Inventor Count = 5.0

ph-index = 1


Company Filing History:


Years Active: 2025-2026

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2 patents (USPTO):Explore Patents

Title: Innovations of Inventor Andres Sibrai

Introduction

Andres Sibrai is a notable inventor based in Houston, Texas. He has made significant contributions to the field of technology, particularly in the development of mathematical engines. With a total of 2 patents to his name, his work showcases innovative approaches to complex problems.

Latest Patents

One of his latest patents is the "Charge Domain Mathematical Engine and Method." This invention involves a multiplier that utilizes a pair of charge reservoirs connected in series. A first charge movement device induces charge movement to or from the pair of charge reservoirs at the same rate. A second charge movement device induces charge movement to or from one of the reservoirs, with the rate of charge movement programmed to either add or remove charges at a rate proportional to the first charge movement device. During the first cycle, the first charge movement device loads a charge into the first reservoir. In the second cycle, both charge movement devices remove charges at a proportional rate until the first reservoir is depleted, leaving the second reservoir to hold the multiplied result.

Career Highlights

Andres Sibrai is currently employed at Aistorm, Inc., where he continues to innovate and develop new technologies. His work at the company reflects his commitment to advancing the field of engineering and mathematics.

Collaborations

He has collaborated with notable coworkers such as Sergey Gaitukevich and David Schie, contributing to a dynamic work environment that fosters creativity and innovation.

Conclusion

Andres Sibrai's contributions to technology through his patents and work at Aistorm, Inc. highlight his role as a significant inventor in the field. His innovative approaches continue to influence advancements in mathematical engineering.

Profile summary based on public USPTO records.
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