Brookline, MA, United States of America

Dirk Robert Englund

USPTO Granted Patents = 75 

 

Average Co-Inventor Count = 2.5

ph-index = 12

Forward Citations = 634(Granted Patents)


Inventors with similar research interests:


Location History:

  • New York, NY (US) (2014 - 2017)
  • Cambridge, MA (US) (2016 - 2024)
  • Brookline, MA (US) (2018 - 2024)

Company Filing History:


Years Active: 2014-2025

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75 patents (USPTO):

Title: Dirk Robert Englund - Innovator in Quantum Technologies

Introduction: Dirk Robert Englund is a renowned inventor based in Brookline, Massachusetts, known for his groundbreaking work in the field of quantum technologies. Englund's innovative contributions have significantly advanced the understanding and application of quantum principles in various industries.

Latest Patents: Englund holds several patents related to quantum computing, quantum communication, and nanophotonics, showcasing his expertise in developing cutting-edge technologies that push the boundaries of what is possible in the quantum realm.

Career Highlights: With a background in physics and engineering, Englund has established himself as a leading figure in the field of quantum technologies. His research and inventions have been instrumental in shaping the future of quantum computing and communication, with implications for fields such as cybersecurity, data encryption, and information processing.

Collaborations: Englund has collaborated with top research institutions, universities, and tech companies to further his work in quantum technologies. His partnerships have led to significant advancements in the development of quantum systems and devices, highlighting his ability to work across disciplines to achieve innovative solutions.

Conclusion: Dirk Robert Englund's dedication to pushing the boundaries of quantum technologies has solidified his reputation as a pioneering inventor in the field. His continued contributions are poised to revolutionize industries and pave the way for a future powered by the incredible potential of quantum mechanics.

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