Number theory is like poetry

     Austrian-born Olga Taussky-Todd (1906-1995) was a noted and prolific mathematician who left her homeland for London in 1935 and moved on to California in 1945. Her best-known work was in the field of matrix theory (in England during World War II she started to use matrices to analyze vibrations of airplanes) and she also made important contributions to number theory. In the math-poetry anthology, Against Infinity, I found a poem by this outstanding mathematician.  

Power of a theorem

My poetry-math colleague Sarah Glaz has sent me the following pantoum -- which she says was inspired by Ken Yee's pantoum posted in this blog on 6 March 2013.  Thanks, Sarah, for this poem that not only involves permutations of lines but which also aptly connects the adventure of exploring mathematics with the adventure of self-exploration.  Bravo!

A pantoum for the power of theorems      by Sarah Glaz

          The power of the Invertible Matrix Theorem lies
          in the connections it provides among so many important
          concepts… It should be emphasized, however, that the
          Invertible Matrix Theorem applies only to square matrices.
                                           ―David C. Lay, “Linear Algebra”
 
The power of a theorem lies
In the connections it provides
Among many important concepts
Under a certain set of assumptions  

Is your favorite poet a mathematician?

     The Joint Mathematics Meetings in Boston last week gave a fine opportunity for me to connect with both mathematicians and poets, old friends and new ones. And to enjoy a celebration of the connections between poetry and mathematics. In the January 6 poetry reading sponsored by the Journal of Humanistic Mathematics, there was much fine poetry. Several of the poems were by Carol Dorf -- whose work was read by Elizabeth Langosy, executive editor of the online literary magazine, TalkingWriting.  Good reads in the Jan/Feb 2012 issue of TalkingWriting include both Dorf's introduction to some featured math-connected poems -- entitled "Why Poets Sometimes Think in Numbers" -- and Langosy's  impressions of the math-poetry reading.