This inventor holds 15 USPTO granted patents and 1 published patent application. Top assignee: Aristocrat Technologies Australia Pty Limited. Active years: 2002-2018.
Location History:
- Sydney, AU (2002)
- Beacon Hill, AU (2013 - 2014)
- Lane Cove, AU (2004 - 2016)
- Clovelly, AU (2014 - 2017)
- Clovely, AU (2018)
Company Filing History:
Years Active: 2002-2018
Title: Innovations of Philippa Alice Graham
Introduction
Philippa Alice Graham is a prominent inventor based in Clovelly, Australia. She has made significant contributions to the gaming industry, holding a total of 15 patents. Her innovative work focuses on enhancing gaming systems and methods, showcasing her expertise and creativity in this field.
Latest Patents
Among her latest patents is a gaming system and a method of gaming based on hit-rate. This invention involves a method of triggering a multi-player game by determining the current number of eligible gaming machines and communicating hit rate data to each machine. Another notable patent is a gaming system that includes a symbol selector, an outcome generator, and a symbol modifier, which collectively enhance the gaming experience by ensuring optimal win outcomes for players.
Career Highlights
Philippa works at Aristocrat Technologies Australia Pty Limited, a leading company in the gaming sector. Her role involves developing innovative gaming solutions that push the boundaries of technology and player engagement. Her contributions have been instrumental in advancing the company's product offerings and maintaining its competitive edge in the market.
Collaborations
Philippa collaborates with talented individuals such as Nicholas Luke Bennett and Christopher Michael Stevens. These partnerships foster a creative environment that encourages the development of groundbreaking gaming technologies.
Conclusion
Philippa Alice Graham's work exemplifies the spirit of innovation in the gaming industry. Her patents and contributions continue to shape the future of gaming technology, making her a key figure in this dynamic field.