Company Filing History:
Years Active: 2016-2018
Title: Philippe Laborie: Innovator in Robotics and Constraint Satisfaction
Introduction
Philippe Laborie is a notable inventor based in L'Hay-les-Roses, France. He has made significant contributions to the fields of robotics and constraint satisfaction, holding a total of 3 patents. His work focuses on developing efficient methods and systems that enhance the performance of robotic technologies.
Latest Patents
Laborie's latest patents include a system for performance comparison that determines the most efficient travel path for a robot. This invention involves a method and computer program product that utilizes two anytime techniques to generate solutions, each with associated values and computation times. The goal is to identify an efficient anytime technique by analyzing these solutions.
Another significant patent is an optimal non-recursive method for finding a minimal subset that satisfies an upward-closed property. This method addresses unsatisfiable constraints by retrieving a minimal subset of constraints that remain unsatisfiable together. The process includes iterating over a list of constraints and building a minimal explanation by determining which constraints to add or remove, ultimately leading to a satisfiable set.
Career Highlights
Philippe Laborie is currently associated with International Business Machines Corporation, commonly known as IBM. His work at IBM has allowed him to explore innovative solutions in technology and robotics, contributing to the advancement of these fields.
Collaborations
Laborie has collaborated with notable colleagues such as Paul Shaw and Olivier M D Lhomme. These partnerships have fostered a creative environment that encourages the development of groundbreaking technologies.
Conclusion
Philippe Laborie's contributions to robotics and constraint satisfaction exemplify his innovative spirit and dedication to advancing technology. His patents reflect a deep understanding of complex problems and a commitment to finding efficient solutions.