Westmount, Canada

Dennis Giannacopoulos


Average Co-Inventor Count = 3.0

ph-index = 1


Company Filing History:


Years Active: 2019

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1 patent (USPTO):Explore Patents

Title: Dennis Giannacopoulos: Innovator in Finite Element Methods

Introduction

Dennis Giannacopoulos is a notable inventor based in Westmount, Canada. He has made significant contributions to the field of finite element methods, which are crucial for analyzing physical systems. His innovative approach has led to the development of a patented technology that enhances the efficiency of finite element modeling.

Latest Patents

Dennis Giannacopoulos holds a patent for "Finite element methods and systems." This patent outlines methods and systems for generating finite element modeling results. The technology involves receiving finite element method (FEM) data to establish a FEM problem for a portion of a physical system being analyzed. A FEM mesh is generated, comprising FEM mesh node locations related to the physical system. The values for each FEM mesh node location are automatically generated using a microprocessor. Additionally, a factor graph model is created based on the FEM mesh node locations, and belief propagation update rules are executed iteratively until a predetermined condition is met. This innovative approach streamlines the process of finite element analysis.

Career Highlights

Dennis Giannacopoulos is affiliated with the Royal Institution for the Advancement of Learning/McGill University. His work at this prestigious institution has allowed him to collaborate with other talented individuals in the field. He has made strides in advancing finite element methods, contributing to both academic research and practical applications.

Collaborations

Some of Dennis's notable coworkers include Yousef El Kurdi and Warren Jeffrey Gross. Their collaborative efforts have further enriched the research environment and fostered innovation in finite element methods.

Conclusion

Dennis Giannacopoulos is a distinguished inventor whose work in finite element methods has made a significant impact in the field. His patented technology represents a valuable advancement in the analysis of physical systems. Through his career at McGill University, he continues to contribute to the evolution of engineering and modeling techniques.

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