Bridges 2010 Regular Paper
Poetry Inspired by Mathematics
Sarah Glaz
(Proceedings pages 35–42)
Abstract
This article explores one of the many manifestations of the mysterious
link between mathematics and poetry–the phenomenon of poetry inspired
by mathematics. Such poetry responds to the mathematical concerns
and accomplishments of the day, be it a ground breaking definition
or technique, a long standing unsolved conjecture, or a celebrated
theorem. The motivation for writing the poems, their mathematical
subjects, and their poetic styles, vary through history and from
culture to culture. We bring a selection of poems from a variety
of time periods and mathematical subjects: from a Sumerian temple
hymn–where an anonymous priest counts the number of cattle in the
herds of the moon god, Nanna, to contemporary poetry celebrating
the proof of Fermat's Last Theorem, the still unsolved Riemann
Conjecture, or the creation of fractal geometry. We also include
references to additional sources of poetry inspired by mathematic,
and a brief discussion on the use of such poetry in the mathematics
classroom.
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