North Bethesda, MD, United States of America

Jiaxin Peng


Average Co-Inventor Count = 4.0

ph-index = 1


Company Filing History:


Years Active: 2024

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1 patent (USPTO):Explore Patents

Title: Innovations in Photonics Computing by Jiaxin Peng

Introduction

Jiaxin Peng is a pioneering inventor based in North Bethesda, MD (US). She has made significant contributions to the field of photonics computing, particularly through her innovative work on residue arithmetic systems. Her research focuses on enhancing computational efficiency and speed, which is crucial in today's technology-driven world.

Latest Patents

Jiaxin Peng holds a patent for a "Residue arithmetic nanophotonic system." This integrated photonics computing system implements a residue number system (RNS) to achieve orders of magnitude improvements in computational speed per watt over the current state-of-the-art. The natural affinity between RNS and nanophotonics allows for most operations to be achieved as spatial routing using electrically controlled directional coupler switches. This innovative approach gives rise to a processing-in-network (PIN) paradigm, providing a path for attojoule-per-bit efficient and fast electro-optic switching devices. Her work leads to the development of optical compute engines based on residue arithmetic, paving the way for multi-purpose nanophotonic computing.

Career Highlights

Jiaxin Peng is affiliated with Washington University, where she continues to advance her research in photonics. Her work has garnered attention for its potential to revolutionize computing technologies. With a focus on efficiency and speed, she is at the forefront of innovations that could reshape the future of computational systems.

Collaborations

Jiaxin has collaborated with notable colleagues, including Tarek El-Ghazawi and Volker J Sorger. These partnerships have further enriched her research and contributed to the development of cutting-edge technologies in the field.

Conclusion

Jiaxin Peng's contributions to the field of photonics computing exemplify the power of innovation in technology. Her work on residue arithmetic systems not only enhances computational efficiency but also opens new avenues for future research and development.

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