One of the delights of investigation -- in library books or on the internet or walking about in the world -- is that one bit of information opens doors to lots of others. And so, as I was learning about Eleanor Graham for Monday's posting, I found her essay entitled "The first time I saw Carl Sandburg he didn't see me" and was reminded in a new way of the ongoing debate about the value of formal constraints in poetry.
Showing posts with label free verse. Show all posts
Showing posts with label free verse. Show all posts
Thursday, August 16, 2012
Wednesday, August 17, 2011
Lieber's INFINITY -- poetic prose
It has surprised me to discover that some of my best-remembered learning took place at the hands of teachers I did not particularly like. One of these was a professor who introduced me, via outside reading assignments, to books by Lillian R. Lieber (1886-1986). Her free-verse-style lines in Infinity: Beyond the Beyond the Beyond gave me insights into the calculus I had recently completed as well as the set theory of my current course. (Lieber wrote not just as a mathematician but also as a human being, as a wonderfully informed and openly opinionated person. For this, too, I treasure her work.)
Labels:
calculus,
free verse,
infinite,
infinity,
Lillian R Lieber,
mathematics,
poetry
Friday, November 19, 2010
Syllable-Sestina -- a square permutation poem
Some poetry is "free verse" but many poems are crafted by following some sort of form or constraint--they might be sonnets or ballads or pantoums or squares, or possibly even a newly invented form. From poet Tiel Aisha Ansari I learned of a "syllable sestina challenge" from Wag's Revue. The desired poem contains six lines and only six syllables, which are repeated using the following permutation-pattern (the same pattern followed by the end-words in the stanzas of a sestina):
Labels:
constraint,
free verse,
mathematics,
permutation,
poem,
poetry,
sestina,
square,
syllable-sestina,
Tiel Aisha Ansari,
Wag's Review
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