Student Spotlight: Math and Baseball, Senior Cabaniss Presents Findings at Symposium
Fifth-year senior and former UMF baseball player Sean Cabaniss was recently featured on WCSH 6 for his research work developing a mathematical system for creating optimal batting line-ups. Cabaniss graduated last year with a degree in secondary education and returned this year to complete a second degree in math with a minor in coaching, according to WCSH 6. Using Major League Baseball (MLB) statistics Cabaniss has found that there are over 360,000 ways to arrange a lineup up of nine players. According to a UMF press release, Cabaniss has also relied on the use of mathematical Game Theory and the support of his faculty advisors to reach his conclusion. Cabaniss will be presenting his findings at UMF’s annual Michael D. Wilson Symposium on April 26. He hopes to eventually publish his work so that professional teams may benefit from his research.