Exploring Geometry's Role in Dermatologic Surgery

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Margaret Symington was awarded the Trevor Evans Award in 2013 for her article Euclid Makes the Cut. Margaret Symington is an associate professor of mathematics at Mercer University in Macon, Georgia. Her article was one of many issues from Math Horizons vol. 19 on pages six through nine which was published in 2012. “Math Horizons is a vibrant and accessible forum for practitioners, students, educators, and enthusiasts of mathematics, dedicated to exploring the folklore, characters, and current happenings in mathematical culture.” (http://www.maa.org/press/periodicals/math-horizons) Symington tests her readers to study the connection between two unrelated professions fields: geometric topology and dermatologic surgery. The title Euclid Makes the Cut grabbed my attention and the information within in the article was very interesting as well. Even though the title and the information within the article was interesting to me as a Math Major but what about other individuals? I think regardless if you are a Mathematics major or not the subject was worth writing. Symington explains medicine in a mathematical way and it was amazing to read.
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Joshua Lane and she teamed up to make his improvement on a skin graft procedure. Dynamic geometry software and theorems from Euclid revealed the optimal way to cut a lens-shaped skin patch so as to improve the healing process. It mentions that both professions are skilled at cutting, rearranging and reconnecting the pieces by sewing or gluing but mathematicians need only their imaginations. It also presents several mathematical theorems that can be applied during surgery. Which means this article will require some type of Mathematical knowledge. At least Geometry level Math. The kinds of knowledge a reader should have to better understand what is discussed are definition and calculation of diameter and radius, angle measurement symbols, circumcenter, circumcircle, triangle congruency and

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