Morris Plains, NJ, United States of America

Grahame Vittorini


Average Co-Inventor Count = 9.0

ph-index = 1

Forward Citations = 19(Granted Patents)


Company Filing History:


Years Active: 2020

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1 patent (USPTO):Explore Patents

Title: Grahame Vittorini: Innovator in Quantum Computing

Introduction

Grahame Vittorini is a notable inventor based in Morris Plains, NJ (US). He has made significant contributions to the field of quantum computing, particularly with his innovative patent that addresses the complexities of quantum state manipulation.

Latest Patents

Vittorini holds a patent for the "Quantum D-state AC-Stark shift gate." This advanced quantum computing system comprises at least one gate manipulation source and one or more ions trapped in an ion trap. The gate manipulation source is designed to generate both a first and a second gate manipulation signal. These signals couple an ion between a set of S-states and a set of D-states. The manipulation signals apply a force to the ion that is dependent on its internal state, effectively coupling the internal states of the ions to their motional state without significantly altering the population of ions within the S-states.

Career Highlights

Grahame Vittorini is currently employed at Honeywell International Inc., where he continues to push the boundaries of quantum technology. His work is pivotal in advancing the practical applications of quantum computing, which has the potential to revolutionize various industries.

Collaborations

Vittorini collaborates with esteemed colleagues such as Michael Feig and Jonathon Sedlacek. Their combined expertise fosters an environment of innovation and creativity, driving forward the research and development of cutting-edge quantum technologies.

Conclusion

Grahame Vittorini's contributions to quantum computing exemplify the spirit of innovation in the field. His patent for the Quantum D-state AC-Stark shift gate represents a significant advancement in quantum technology, showcasing his dedication to pushing the boundaries of what is possible.

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