Skip to main content
Home
plus.maths.org

Secondary menu

  • My list
  • About Plus
  • Sponsors
  • Subscribe
  • Contact Us
  • Log in
  • Main navigation

  • Home
  • Articles
  • Collections
  • Podcasts
  • Maths in a minute
  • Puzzles
  • Videos
  • Topics and tags
  • For

    • cat icon
      Curiosity
    • newspaper icon
      Media
    • graduation icon
      Education
    • briefcase icon
      Policy

      Popular topics and tags

      Shapes

      • Geometry
      • Vectors and matrices
      • Topology
      • Networks and graph theory
      • Fractals

      Numbers

      • Number theory
      • Arithmetic
      • Prime numbers
      • Fermat's last theorem
      • Cryptography

      Computing and information

      • Quantum computing
      • Complexity
      • Information theory
      • Artificial intelligence and machine learning
      • Algorithm

      Data and probability

      • Statistics
      • Probability and uncertainty
      • Randomness

      Abstract structures

      • Symmetry
      • Algebra and group theory
      • Vectors and matrices

      Physics

      • Fluid dynamics
      • Quantum physics
      • General relativity, gravity and black holes
      • Entropy and thermodynamics
      • String theory and quantum gravity

      Arts, humanities and sport

      • History and philosophy of mathematics
      • Art and Music
      • Language
      • Sport

      Logic, proof and strategy

      • Logic
      • Proof
      • Game theory

      Calculus and analysis

      • Differential equations
      • Calculus

      Towards applications

      • Mathematical modelling
      • Dynamical systems and Chaos

      Applications

      • Medicine and health
      • Epidemiology
      • Biology
      • Economics and finance
      • Engineering and architecture
      • Weather forecasting
      • Climate change

      Understanding of mathematics

      • Public understanding of mathematics
      • Education

      Get your maths quickly

      • Maths in a minute

      Main menu

    • Home
    • Articles
    • Collections
    • Podcasts
    • Maths in a minute
    • Puzzles
    • Videos
    • Topics and tags
    • Audiences

      • cat icon
        Curiosity
      • newspaper icon
        Media
      • graduation icon
        Education
      • briefcase icon
        Policy

      Secondary menu

    • My list
    • About Plus
    • Sponsors
    • Subscribe
    • Contact Us
    • Log in
    • Poetry with maths

      5 November, 2010

      Image: L. Shyamal.

      Mathematical language can heighten the imagery of a poem, and mathematical structure can deepen its effect. This lovely blog by JoAnne Growney lets you feast on an international menu of poems made rich by maths.

      Here's an example of a Fib, that's a poem in which the number of syllables in each line follow the Fibonacci sequence, which appears on the blog. It was written by Athena Kildegaard.

      seek
      beauty—
      all else is
      false hope or blind faith.
      What can be seen or heard or known
      by pressing hard against this world—that is beautiful.

      • Log in or register to post comments

      JonFC

      12 November 2010

      Permalink

      That was beautiful, if you think about it, shakespeare was the first mathematition poet, he used Iambic pentameter flawlessley.

      • Log in or register to post comments

      jemh4

      15 November 2010

      Permalink

      The sestina is a very strict verse form, consisting of six six-line stanzas or sextets/sestets followed by a three-line tercet called the envoy. The sestina incorporates six keywords, one of which ends every line. If you assign a number to each keyword, and then write these out in a six by six grid (e.g. a line across for each of the six stanzas), you’ll see that the set pattern for the line endings makes a magic square.

      The sestina's been around since the Middle Ages, with poets such as Philip Sidney and Auden enjoying the intellectual challenge it presents, both for the poet and the reader, particularly since this particular structure often takes a while for the reader to decode - you can see that there's some rule/pattern that's being followed, but (especially for the less naturally mathematical amongst us) it can take some time before you work out exactly what the pattern is. It's always struck me as being rather like change ringing for bells.

      One lovely modern example of a sestina is by Elizabeth Bishop:

      A Miracle for Breakfast - Elizabeth Bishop

      At six o'clock we were waiting for coffee,
      waiting for coffee and the charitable crumb
      that was going to be served from a certain balcony
      --like kings of old, or like a miracle.
      It was still dark. One foot of the sun
      steadied itself on a long ripple in the river.

      The first ferry of the day had just crossed the river.
      It was so cold we hoped that the coffee
      would be very hot, seeing that the sun
      was not going to warm us; and that the crumb
      would be a loaf each, buttered, by a miracle.
      At seven a man stepped out on the balcony.

      He stood for a minute alone on the balcony
      looking over our heads toward the river.
      A servant handed him the makings of a miracle,
      consisting of one lone cup of coffee
      and one roll, which he proceeded to crumb,
      his head, so to speak, in the clouds--along with the sun.

      Was the man crazy? What under the sun
      was he trying to do, up there on his balcony!
      Each man received one rather hard crumb,
      which some flicked scornfully into the river,
      and, in a cup, one drop of the coffee.
      Some of us stood around, waiting for the miracle.

      I can tell what I saw next; it was not a miracle.
      A beautiful villa stood in the sun
      and from its doors came the smell of hot coffee.
      In front, a baroque white plaster balcony
      added by birds, who nest along the river,
      --I saw it with one eye close to the crumb--

      and galleries and marble chambers. My crumb
      my mansion, made for me by a miracle,
      through ages, by insects, birds, and the river
      working the stone. Every day, in the sun,
      at breakfast time I sit on my balcony
      with my feet up, and drink gallons of coffee.

      We licked up the crumb and swallowed the coffee.
      A window across the river caught the sun
      as if the miracle were working, on the wrong balcony.

      • Log in or register to post comments
      University of Cambridge logo

      Plus is part of the family of activities in the Millennium Mathematics Project.
      Copyright © 1997 - 2025. University of Cambridge. All rights reserved.

      Terms

      We use cookies to enhance your experience.
      • About our cookies
      • Cookie details