Oakland, CA, United States of America

Deanna Margo Abrams

USPTO Granted Patents = 7 

 

Average Co-Inventor Count = 7.5

ph-index = 3

Forward Citations = 72(Granted Patents)


Company Filing History:


Years Active: 2019-2025

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7 patents (USPTO):Explore Patents

Title: Deanna Margo Abrams: Innovator in Quantum Computing

Introduction

Deanna Margo Abrams is a prominent inventor based in Oakland, CA. She has made significant contributions to the field of quantum computing, holding a total of 7 patents. Her work focuses on the development of advanced quantum logic gates and their applications in quantum processors.

Latest Patents

One of her latest patents is titled "Gate formation on a quantum processor." This invention describes a method for forming a gate for a quantum processor, which involves receiving an arbitrary program that includes a sequence of quantum logic gates. The invention identifies a native gate set associated with a quantum processing unit and generates a native program for execution. Another notable patent is "Parametrically activated quantum logic gates." This patent outlines a process for applying a quantum logic gate to a pair of qubits in a quantum computing system, utilizing a control signal to modulate the transition frequency of a tunable qubit device.

Career Highlights

Deanna currently works at Rigetti & Co, LLC, where she continues to push the boundaries of quantum technology. Her innovative approaches have positioned her as a key player in the advancement of quantum computing.

Collaborations

Throughout her career, Deanna has collaborated with notable colleagues, including Marcus Palmer Da Silva and Colm Andrew Ryan. These partnerships have fostered a collaborative environment that enhances the development of cutting-edge technologies.

Conclusion

Deanna Margo Abrams is a trailblazer in the realm of quantum computing, with a strong portfolio of patents that reflect her expertise and innovative spirit. Her contributions are paving the way for future advancements in this exciting field.

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