Jinwon Lee

Title: Innovations of Jinwon Lee

Introduction

Jinwon Lee is an accomplished inventor based in Seattle, Washington. He has made significant contributions to the field of technology, particularly in the area of transaction processing systems. With a total of two patents to his name, Jinwon continues to push the boundaries of innovation.

Latest Patents

Jinwon Lee's latest patents include a groundbreaking invention titled "Stage-specific pipeline view using prediction engine." This invention discloses techniques for displaying a stage-specific pipeline view with a prediction engine. The system is designed to display a plurality of regions representing various stages of completion for multiple transactions. It determines the stage of completion for each transaction at a specific point in time and generates visualizations that represent each transaction based on its current stage of completion. The process of generating a visualization for a transaction involves determining the likelihood of that transaction completing its associated stage. This likelihood is assessed by selecting attributes related to the transaction and identifying prior transactions with similar attributes. The system computes the likelihood based on completion rates of these prior transactions and selects the appropriate visualization accordingly.

Career Highlights

Jinwon Lee is currently employed at Oracle International Corporation, where he applies his expertise in developing innovative solutions. His work at Oracle has allowed him to collaborate with other talented professionals in the field.

Collaborations

Some of Jinwon's notable coworkers include Mark Pearson and Gregory Nerpouni. Their collaboration has contributed to the advancement of various projects within the company.

Conclusion

Jinwon Lee is a notable inventor whose work in transaction processing systems has led to significant advancements in technology. His innovative patents and contributions to Oracle International Corporation highlight his commitment to pushing the boundaries of what is possible in the field.