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CWSF 2005 - Vancouver, British Columbia

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Elizabeth Du

Infinitely Simplified: Elementary Proofs via Infinite Products
Division:Physical & Mathematical Sciences
Region:Greater Vancouver
City:Vancouver, BC
School:Sir Winston Churchill Secondary School
Abstract:This project focuses on finding more elementary ways to prove certain infinite series formulae through the use of infinite products. More specifically, the infinite product representation of sin x is taken into account. These infinite series formulae are often proven by employing more advanced mathematical methods like Fourier series.

Awards Value
Honourable Mention - Physical & Mathematical Sciences
Sponsor: Encana Corporation