Company Filing History:
Years Active: 2021
Title: Laura Carmen Lancaster: Innovator in Computing Systems
Introduction
Laura Carmen Lancaster is a distinguished inventor based in Raleigh, NC (US). She has made significant contributions to the field of computing systems, holding 2 patents that showcase her innovative approach to design and analysis.
Latest Patents
One of her latest patents is titled "Optimization under disallowed combinations." This invention involves a computing system that determines a design space for designing a design system. The system receives requests to identify inputs that will advance a user-defined goal. It generates designs for the design space, obtains responses for multiple design cases, and selects at least one design case based on these responses. The suggested inputs are designed to advance the user-defined goal while adhering to disallowed combinations.
Another notable patent is "Analytic system with extrapolation control in interactive graphical prediction evaluation." This invention provides a graphical interactive prediction evaluation system. It computes an extrapolation threshold value using an extrapolation threshold function with explanatory variable values. The model results are displayed, and an extrapolation indicator is presented when the comparison indicates that a second value is an extrapolation.
Career Highlights
Laura is currently employed at SAS Institute Inc., where she continues to innovate and contribute to advancements in computing technology. Her work focuses on optimizing design systems and enhancing predictive evaluation methods.
Collaborations
Throughout her career, Laura has collaborated with notable colleagues, including Christopher Michael Gotwalt and Joseph Albert Morgan. These collaborations have further enriched her work and expanded her impact in the field.
Conclusion
Laura Carmen Lancaster is a remarkable inventor whose work in computing systems has led to significant advancements. Her patents reflect her dedication to innovation and her ability to solve complex problems in design and analysis.