Palo Alto, CA, United States of America

Ming-Tak Leung


Average Co-Inventor Count = 6.0

ph-index = 1


Company Filing History:


Years Active: 2006

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1 patent (USPTO):Explore Patents

Title: Innovation Insights: The Contributions of Ming-Tak Leung

Introduction:

Ming-Tak Leung is a notable inventor based in Palo Alto, California. With a keen focus on enhancing the quality of signal transmission, he has made significant strides in the field of adaptive equalization. His innovative concepts are instrumental in advancing technologies used in optical transceivers.

Latest Patents:

Ming-Tak Leung holds a patent for "Methods and apparatus for adaptive equalization." This invention presents methods and apparatus designed to improve the signal quality of received transmissions. The adaptive equalizer he developed incorporates multiple output delay lines, including one configured to provide gradient elements and another fitted with coefficient multipliers calculated using these gradient elements. These coefficient multipliers adjust the received signal, aligning it more closely with the expected signal, thereby enhancing overall performance.

Career Highlights:

He is currently employed at Tripath Technology, Inc., where he applies his expertise in developing innovative solutions for signal processing and transmission. His work has been pivotal in creating technologies that bear lasting impacts on how data is transmitted across various platforms.

Collaborations:

Ming-Tak collaborates with talented colleagues such as Adya S. Tripathi and Delon Hanson. Their combined expertise fosters an environment rich in innovation, leading to groundbreaking advancements in technology.

Conclusion:

Ming-Tak Leung's contributions through his patent and collaborative efforts at Tripath Technology, Inc. highlight the importance of innovation in modern technology. His work in adaptive equalization not only represents significant academic achievements but also reflects practical applications that enhance the performance of communication systems.

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