Swampscott, MA, United States of America

Lydia G Olson

USPTO Granted Patents = 3 

Average Co-Inventor Count = 3.9

ph-index = 1

Forward Citations = 2(Granted Patents)


Location History:

  • Swamspcott, MA (US) (2019)
  • Swampscott, MA (US) (2020)

Company Filing History:


Years Active: 2019-2020

where 'Filed Patents' based on already Granted Patents

3 patents (USPTO):

Title: Lydia G Olson: Innovator in Percutaneous Intervention

Introduction

Lydia G Olson is a notable inventor based in Swampscott, MA (US). She has made significant contributions to the field of medical technology, particularly in the area of percutaneous interventions. With a total of 3 patents, her work focuses on improving treatment methods through innovative techniques.

Latest Patents

Lydia's latest patents include a "System and method for multiple probe percutaneous intervention." This method involves acquiring a scan image of an object to be treated with multi-probe insertions. It determines key points in the scan image, generates a reference trajectory, and arranges multiple insertion trajectories for the probes. Another significant patent is "Multiple probe ablation planning," which shares similar methodologies for enhancing percutaneous treatments. Both patents aim to optimize the precision and effectiveness of medical interventions.

Career Highlights

Throughout her career, Lydia has worked with prominent organizations such as Canon U.S.A., Inc. and The Brigham and Women's Hospital, Inc. Her experience in these institutions has allowed her to develop and refine her innovative techniques in medical technology.

Collaborations

Lydia has collaborated with talented individuals in her field, including Takahisa Kato and Devashree S Desai. These partnerships have contributed to her success and the advancement of her inventions.

Conclusion

Lydia G Olson stands out as a pioneering inventor in the realm of percutaneous interventions. Her innovative patents and career achievements reflect her dedication to improving medical treatment methods.

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