Seattle, WA, United States of America

Natalie M Klco


Average Co-Inventor Count = 4.0

ph-index = 1

Forward Citations = 2(Granted Patents)


Company Filing History:


Years Active: 2022

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1 patent (USPTO):Explore Patents

Title: The Innovative Contributions of Natalie M Klco in Quantum Computing

Introduction

Natalie M Klco is a prominent inventor based in Seattle, WA, who has made significant strides in the field of quantum computing. With a focus on enhancing the capabilities of quantum computers, her work aims to revolutionize how molecular chemistry is simulated and understood.

Latest Patents

Natalie holds a patent for "Swap networks for quantum computation." This invention describes a quantum computer and methods of operating it, enabling the full simulation of molecular chemistry. The innovation reduces the circuit depth of quantum computers by at least an order of magnitude compared to conventional methods. By employing parallelized qubit or fermionic swap networks, her approach localizes non-local interactions, allowing for significant parallelization of quantum computations. This advancement not only benefits chemistry but can also be applied to localize many-body interactions while minimizing the required circuit depth.

Career Highlights

Natalie is currently associated with Microsoft Technology Licensing, LLC, where she continues to push the boundaries of quantum computing technology. Her work has garnered attention for its potential to transform various scientific fields through enhanced computational methods.

Collaborations

Throughout her career, Natalie has collaborated with notable colleagues, including Guang Hao Low and Nathan O Wiebe. These partnerships have contributed to the advancement of her research and the development of innovative solutions in quantum computing.

Conclusion

Natalie M Klco's contributions to quantum computing exemplify the potential of innovative thinking in technology. Her patent and ongoing work at Microsoft Technology Licensing, LLC, highlight her role as a key figure in the evolution of computational methods.

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