From this week's New Yorker (June 27, 2016) from a poem by Maya Ribault entitled "Society of Butterflies" this mathy statement:
. . . I save
for retirement—to my bohemian eyes,
a fortune—though they say you need more
than a million. Immerse yourself in the exponential
power of dividends. . . .
Read the entire poem here.
Showing posts with label power. Show all posts
Showing posts with label power. Show all posts
Friday, June 24, 2016
Wednesday, July 16, 2014
Palindromes
Palindromic numbers are not uncommon -- recently (in the July 12 posting) power-of-eleven palindromes are mentioned. Palindromic poems are more difficult to find but see, for example, the postings for October 6, 2010 and October 11, 2010.
At a recent Kensington Row Bookshop poetry reading, Hailey Leithauser revealed that all but one of the poems in her recent collection Swoop (Graywolf Press, 2014) contain a palindrome.
And here are a couple of my favorite palindromic phrases:
(the impossible integer)
Never
odd or
even.
odd or
even.
(the mathematician's answer when she is offered cake)
"I prefer pi."
"I prefer pi."
Saturday, July 12, 2014
Prove It
After observing that
1 = 1
and 1 + 3 = 4
and 1 + 3 + 5 = 9
and 1 + 3 + 5 + 7 = 16
and 1 + 3 + 5 + 7 + 9 = 25
it seems easy to conclude that, for any positive integer n, the sum of the first n odd integers is n2.
1 = 1
and 1 + 3 = 4
and 1 + 3 + 5 = 9
and 1 + 3 + 5 + 7 = 16
and 1 + 3 + 5 + 7 + 9 = 25
it seems easy to conclude that, for any positive integer n, the sum of the first n odd integers is n2.
Labels:
infinite,
integer,
odd,
palindrome,
poem,
power,
proof,
prove,
sum,
William Kloefkorn
Tuesday, December 3, 2013
Conversational mathematics
In recent weeks I have been experimenting with poems that use mathematical terminology, wondering whether -- since there are readers who are undaunted by unknown literary references (to Dante's Divine Comedy or Eliot's Prufrock, for example) -- some readers will relish a poem with unexplained mathematical connections. In this vein I have offered "Love" (posted on on November 5) and now give the following poem, "Small Powers of Eleven are Palindromes":
Labels:
Catalan,
cube,
irrational,
JoAnne Growney,
language,
mathematics,
number,
palindrome,
perfect,
poem,
power,
twin primes
Tuesday, October 15, 2013
Circle Power
Everything the Power of the World does is done in a circle
by Black Elk (1863-1950) (translated from Sioux)
Everything the Power of the World does
is done in a circle. The sky is round,
and I have heard that the earth is round
like a ball, and so are all the stars.
The wind, in its greatest power, whirls.
Labels:
Black Elk,
circle,
Favorite Poem Project,
power,
Sioux
Saturday, April 27, 2013
Zero Power
To neutralize the differing effects of any non-zero numbers -- to wipe out vast differences between numbers -- we may raise each of them to the power zero.* When 0 is applied as the exponent for any nonzero number, the result is 1. So 70 = 1 and 5378 0 = 1 and (.001)0 = 1. And here are "zero power" and other mathematical concepts interpreted in a poem.
N to the Zero Power by Laurie Clemens
He holds one photograph
featuring one man and one woman.
Three birds perch on two wires
forming an isosceles triangle over the last
red brick street in town.
N to the Zero Power by Laurie Clemens
He holds one photograph
featuring one man and one woman.
Three birds perch on two wires
forming an isosceles triangle over the last
red brick street in town.
Monday, October 25, 2010
Writing poetry like mathematics
In an article about the Chilean mathematician and poet Nicanor Parra, Paul M Pearson says, : "Parra almost wrote poetry like he would a mathematical theorem using an extreme 'economy of language' with 'no metaphors, no literary figures.' " Today I present work by Nicanor Parra and Richard Aston, both of whom write their poetry with the same economy and care that are used when writing mathematics.
Labels:
arithmetic mean,
economy,
mathematician,
mathematics,
Nicanor Parra,
nothing,
plane,
poet,
poetry,
power,
precision,
Richard Aston,
Sisyphus,
whole,
zero
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