Tim C Schmidt

Title: Tim C Schmidt: Innovator in Graph Search Technologies

Introduction

Tim C Schmidt is a notable inventor based in Campbell, California, with a significant contribution to the field of graph search technologies. He holds a total of nine patents, showcasing his expertise and innovative spirit in developing advanced methods for graph searching.

Latest Patents

Among his latest patents, Schmidt has developed a "System and method for parallel edge partitioning in and/or graph search." This invention outlines a method and system for searching a graph in parallel, constructing an abstract representation of an AND/OR graph using state-space abstraction. The abstract representation includes abstract nodes with duplicate detection scopes and abstract edges with operator groups adjusted for AND node outcomes. The method allows for efficient node expansion in parallel, utilizing adjusted operator groups associated with abstract edges that have disjoint duplicate detection scopes.

Another significant patent is the "System and method for parallel graph searching utilizing parallel edge partitioning." This invention also focuses on graph search, constructing an abstract representation of the graph and partitioning duplicate detection scopes into smaller scopes using edge partitioning. The method enables parallel node expansion, enhancing the efficiency of graph searches.

Career Highlights

Tim C Schmidt has worked with prominent organizations, including the Palo Alto Research Center Inc. His experience in these innovative environments has contributed to his development of cutting-edge technologies in graph searching.

Collaborations

Throughout his career, Schmidt has collaborated with talented individuals such as Rong Zhou and Lukas Daniel Kuhn. These partnerships have likely fostered a creative environment that has led to significant advancements in their respective fields.

Conclusion

Tim C Schmidt is a distinguished inventor whose work in graph search technologies has made a lasting impact. His innovative patents and collaborations reflect his commitment to advancing the field and enhancing the efficiency of graph searching methods.