Shi Zhong

Shi Zhong

Senior Game Mathematician @ Scientific Games

About Shi Zhong

Shi Zhong is a Senior Game Mathematician at Scientific Games with over 20 years of experience in statistical analysis and game development. He holds a Ph.D. from the University of Science and Technology of China and has worked extensively in casino and online lottery game math model development.

Work at Scientific Games

Shi Zhong has served as a Senior Game Mathematician at Scientific Games since 2012. In this role, he focuses on the development of mathematical models for casino games. His work contributes to the design and functionality of gaming products, ensuring they meet industry standards. His tenure at Scientific Games spans over 12 years, during which he has applied his extensive programming skills and mathematical expertise to enhance game concepts.

Education and Expertise

Shi Zhong holds a Bachelor’s Degree from Zhejiang University and a Doctor of Philosophy (Ph.D.) from the University of Science and Technology of China. His academic background provides a strong foundation for his work in game mathematics. He possesses over 20 years of experience in statistical analysis, data modeling, and numerical simulation, which supports his contributions to game development.

Background in Game Mathematics

Shi Zhong has over 6 years of experience in casino game concept and math model development, alongside more than 10 years specifically focused on online lottery game concept and math model development. His background includes hands-on programming experience in various languages such as C/C++, C#, VBA, PERL, SAS, and R, which enhances his capability in creating complex mathematical models for games.

Previous Experience at MDI and Georgia Institute of Technology

Before his current role, Shi Zhong worked as a Game Mathematician at MDI, a division of Scientific Games, from 2008 to 2009. Additionally, he served as a Research Scientist at Georgia Institute of Technology from 2003 to 2006. These positions contributed to his expertise in game mathematics and provided him with a diverse range of experiences in research and development.

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