Laramie, WY, United States of America

Nicole C Barberis

USPTO Granted Patents = 1 

Average Co-Inventor Count = 7.0

ph-index = 1

Forward Citations = 1(Granted Patents)


Company Filing History:


Years Active: 2020

where 'Filed Patents' based on already Granted Patents

1 patent (USPTO):

Title: Innovations by Nicole C Barberis

Introduction

Nicole C Barberis is an accomplished inventor based in Laramie, WY (US). She has made significant contributions to the field of numerical experiments and simulation models. Her work focuses on enhancing the design and execution of complex systems through innovative methodologies.

Latest Patents

Nicole holds a patent for a "System for design and execution of numerical experiments on a composite simulation model." This patent discusses an experiment manager that facilitates the design and execution of numerical experiments in composite simulation models, particularly those developed using the Smarter Planet Platform for Analysis Simulation of Health (Splash). The experiment manager independently gathers experiment-related information from each contributor of a component model. It assists the creator of a composite model in selecting experimental factors, creating experimental designs based on these factors, and executing the experiments. This functionality enables cross-disciplinary modeling, simulation, sensitivity analysis, and optimization in complex systems.

Career Highlights

Nicole is currently employed at International Business Machines Corporation, commonly known as IBM. Her role involves leveraging her expertise in simulation models to drive innovation and improve analytical processes within the organization.

Collaborations

Throughout her career, Nicole has collaborated with notable colleagues, including Peter Haas and Paul Philip Maglio. These collaborations have contributed to the advancement of her research and the successful implementation of her patented technologies.

Conclusion

Nicole C Barberis exemplifies the spirit of innovation through her work in numerical experiments and simulation models. Her contributions to the field are significant and continue to influence the development of complex systems.

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