Showing posts with label A K Peters. Show all posts
Showing posts with label A K Peters. Show all posts

Saturday, May 26, 2012

Crocheting mathematics

Charlotte Henderson majored in mathematics and English at Wellesley College and has applied her dual interests as an editor for A K Peters, Ltd (a science and technology publisher that is now part of CRC Press).  Several manuscripts on which she has worked at A K Peters have drawn her to the connections between mathematics and art, including needlework. She is particularly interested in the diverse possibilities of crochet, which she learned after working on Daina Taimina's book, Crocheting Adventures with Hyperbolic Planes.   Charlotte has turned this interest into art and into a poem: 

Monday, July 12, 2010

Poetry-application of The Fundamental Theorem of Arithmetic

Destructive effects of human greed and neglect on the earth's natural environment are echoed hauntingly in the repetitions within "We Are the Final Ones" -- a dirge-like poem I've constructed using the Fundamental Theorem of Arithmetic.  (For those unfamiliar with the theorem, brief explanation is included in paragraphs that follow the poem):

Wednesday, June 9, 2010

Square comment on shoe styles

     Recently I have returned to Silver Spring from a trip to Latvia, traveling with a friend who was born there.  My effort to find poetry with mathematics there was stymied by the fact that little Latvian literature has been translated into English.   
     The Latvian capital, Riga, is a charming city--and its cobblestone streets do not deter women from wearing elegant tall-heeled shoes.  The sight of them reminded me of a little poem I wrote a few years ago--a square poem--which comments on this stylish sort of shoe (in which I've never been able to walk). 

Monday, April 19, 2010

Poems with Fibonacci number patterns

In 21st century poetry, there are a variety of non-rhyming forms--and several of them have derived from the Fibonacci numbers. The Danish poet, Inger Christensen (1935-2009), wrote a book-length poem, alphabet (New Directions, 2000) in which the numbers of lines in stanzas followed the sequence of Fibonacci numbers.  "Fibonacci," shown below, by Judith Baumel is a shorter example of this form.

Wednesday, March 31, 2010

John Donne's numbers

       Perhaps best known for the religious themes in his poetry, John Donne (1572-1631) also wrote many love poems. Although the mathematics here includes only numbers, they are well-used to strengthen both the intensity and the precision of the work.

The Primrose  by John Donne

Wednesday, March 24, 2010

Howard Nemerov's mathematical imagery

GETTING IT RIGHT IN LANGUAGE -- Poets and mathematicians alike are concerned with precise statement. Two-time US Poet Laureate Howard Nemerov (1920-1991) characterized poetry in a way that many mathematicians would likewise characterize their subject: POETRY is getting something right in language. Nemerov often used mathematical imagery in his poems. Here is a sample.