Showing posts with label Wyeth Renwick. Show all posts
Showing posts with label Wyeth Renwick. Show all posts

Thursday, October 20, 2022

Communicating Mathematics with Poetry

     Each year MoMath (The National Museum of Mathematics) sponsors The Steven H. Strogatz Prize for Math Communication -- a contest for high school students; guidelines for next year's contest (deadline:  April 28, 2023) are available here.

      The 2022 Strogatz Prize winners include a poem -- "a proof of the function me" -- by Wyeth Renwick; here are its opening lines.

a proof of the function me     by Wyeth Renwick

          step one.
   find u.

          step two.
   add u to me and watch how the whole graph shifts upwards
   to make a u sized space where before it was only me
   until we're floating above the x-axis, u + me, an infinite
   line that stretches on past billions of little boxes
   on this graph paper grid.  let yourself think
   that maybe, just maybe, we were made for this - let yourself
   solve for the limits of the function and find that
   u + me approaches infinity.

          step three.

   square it all, square everything - make us into the parabola
   that my smile can't help but curve into when you pull
   our pinkies together and hold on real tight . . . 

 Renwick's complete poem is available here (click on poem-title).

The MoMath website offers these thoughtful comments about the poem:

     Wyeth Renwick’s poem is intriguingly ambiguous and open to interpretation: some of the judges read it as a love poem that winks at the reader with its use of mathematical concepts and language, while others saw it as a poetic animation of a human relationship, viewed as the graph of a function.  Either way, it makes math and poetry both seem more accessible to students who might otherwise not be drawn to these subjects.

Here is a link to previous postings in this blog that mention MoMath.