Etobicoke, Canada

Shane O'Connell

USPTO Granted Patents = 4 

Average Co-Inventor Count = 2.1

ph-index = 1

Forward Citations = 1(Granted Patents)


Location History:

  • Labrador, CA (2017)
  • Etobicoke, CA (2018)

Company Filing History:


Years Active: 2017-2025

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4 patents (USPTO):Explore Patents

Title: Shane O'Connell: Innovator in Floating-Point Decomposition Circuitry

Introduction

Shane O'Connell is a notable inventor based in Etobicoke, Canada. She has made significant contributions to the field of circuitry, particularly in the area of floating-point decomposition. With a total of 4 patents to her name, O'Connell's work is recognized for its innovative approach to enhancing computational efficiency.

Latest Patents

One of her latest patents is focused on floating-point decomposition circuitry with dynamic precision. This invention provides a method for decomposing block floating-point numbers into lower precision floating-point numbers. The circuitry includes a high precision storage circuit that supplies high precision floating-point numbers. Input selectors are designed to receive these high precision numbers and generate corresponding lower precision floating-point components with adjusted exponents. Additionally, a low precision block floating-point vector circuit combines the various lower precision components generated by the input selectors. The processing of these components can occur spatially or over multiple iterations over time.

Career Highlights

O'Connell is currently employed at Altera Corporation, where she continues to develop her innovative ideas. Her work has been instrumental in advancing the technology used in floating-point computations, making her a valuable asset to her company and the industry.

Collaborations

Throughout her career, O'Connell has collaborated with talented individuals such as Roberto DiCecco and Joshua David Fender. These partnerships have allowed her to enhance her inventions and contribute to the field more effectively.

Conclusion

Shane O'Connell's contributions to floating-point decomposition circuitry demonstrate her innovative spirit and technical expertise. Her patents reflect a commitment to improving computational methods, making her a prominent figure in her field.

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