This inventor holds 1 USPTO granted patent and 1 published patent application. Top assignee: California Institute of Technology. Active years: 2026.
Company Filing History:
Years Active: 2026
Title: Gordon Hy Li: Innovator in Photonic Computing
Introduction
Gordon Hy Li is a prominent inventor based in Pasadena, California. He is known for his groundbreaking work in the field of photonic computing. His innovative approach has led to the development of advanced computational devices that utilize optical technology.
Latest Patents
Gordon Hy Li holds a patent for a device titled "Time-multiplexed photonic computer." This invention includes a programmable photonic processor designed to operate on optical pulses. It performs computational sequences of linear and nonlinear operations based on a parametric nonlinear optical process. The device features a memory that is coupled to the processor, which is programmable to store or accumulate the analog optical pulse amplitudes of the optical pulses. Additionally, a control circuit manages the transfer of these amplitudes according to a computation schedule. The information is multiplexed in time by encoding it onto the analog optical pulse amplitudes, allowing for interaction between optical pulses occupying different time bins.
Career Highlights
Gordon Hy Li is affiliated with the California Institute of Technology, where he contributes to cutting-edge research in photonics. His work has garnered attention for its potential applications in various fields, including computing and telecommunications. With a focus on innovation, he continues to push the boundaries of what is possible in optical technology.
Collaborations
Gordon has collaborated with notable colleagues, including Midya Parto and Ryoto Sekine. Their combined expertise enhances the research and development efforts in photonic computing.
Conclusion
Gordon Hy Li's contributions to the field of photonic computing exemplify the spirit of innovation. His patented technology represents a significant advancement in computational methods, showcasing the potential of optical systems in modern computing.
