Thinking today of poet Bob Grumman (1941-2015) with special gratitude for the way he expanded my poetic horizons. For example, he introduced me to this addition-subtraction minimalist poem by LeRoy Gorman -- called "the day":
un + s = up;
up - s = un.
More information about Gorman and several more poetry samples are available here.
Mathematical language can heighten the imagery of a poem; mathematical structure can deepen its effect. Feast here on an international menu of poems made rich by mathematical ingredients . . . . . . . gathered by JoAnne Growney. To receive email notifications of new postings, contact JoAnne at joannegrowney@gmail.com.
Friday, May 29, 2015
Tuesday, May 26, 2015
Galileo in Florence
Poetry found in the words of Galileo Galilei (1564-1642):
"Philosophy is written in this grand book,
the universe, which stands continually
open to our gaze.
But the book cannot be understood unless one first
learns to comprehend the language and read the letters
in which it is composed.
It is written in the language of mathematics,
"Philosophy is written in this grand book,
the universe, which stands continually
open to our gaze.
But the book cannot be understood unless one first
learns to comprehend the language and read the letters
in which it is composed.
It is written in the language of mathematics,
Wednesday, May 20, 2015
Thursday, May 14, 2015
Sonnets from The Voyage of the Beagle
The sonnet is a song of the body as well as of the mind:
14 breaths
5 heartbeats each breath
5 heartbeats each breath
A few weeks ago I had the opportunity to be part of a poetry reading that also featured Rick Mullin -- who serves science as an editor of the Chemical and Engineering News -- and whose latest poetry book is a collection of sonnets that offer a magical and musical retelling of Darwin's voyage -- in Sonnets from The Voyage of the Beagle (Dos Madres Press, 2014). Here are two selections from that collection -- the opening sonnet (first of a triptych) and a later one that features geometry of birds.
After Uranus by Rick Mullin
On reading Richard Holmes
I
There was an age when poetry and science
shared the province of discovery,
when Coleridge wished he's studied chemistry
and Humphry Davy, in exact defiance
of the Royal Society, blew things up.
Wednesday, May 13, 2015
Folk music -- counting syllables
Learn about and support Women in Mathematics.
One place to do that is here.
Using 4x4 and 2x2 syllable-squares, I emphasize the counting that lies behind folk music in the following selection from "Some Walls" (lyrics by Mary Ann Kennedy, Pamela Rose, Randy Sharp -- but line breaks are mine), recorded by Peter, Paul, and Mary:
Some walls
Some walls are made
of stone. Sometimes
we build our own.
Some walls can stand
Sunday, May 10, 2015
Stars and men revolve in a cycle . . .
In a book-discussion group in which I participate, we are reading some of the short fiction of Jorge Luis Borges (1899-1986) and that reading has provoked me to dive again into my copy of his Selected Poems (Ed. Alexander Coleman, Penguin, 1999). Here is one of Borges' poems that uses terminology from mathematics:
The Cyclical Night by Jorge Luis Borges
tr. Alistair Reid (1926-2014)
to Sylvina Bullrich
They knew it, the fervent pupils of Pythagoras:
That stars and men revolve in a cycle,
That fateful atoms will bring back the vital
Gold Aphrodite, Thebans, and agoras.
The Cyclical Night by Jorge Luis Borges
tr. Alistair Reid (1926-2014)
to Sylvina Bullrich
They knew it, the fervent pupils of Pythagoras:
That stars and men revolve in a cycle,
That fateful atoms will bring back the vital
Gold Aphrodite, Thebans, and agoras.
Friday, May 8, 2015
Include Arts in STEM -- and have STEAM !
Welcome to this blog where we support STEAM !
math-student, performance-poet Harry Baker's
"A love poem for lonely prime numbers"
A bit more about Harry Baker can be found in this May 23, 2014 posting.
In May 2015 visit Takoma Park Community Center Galleries for a STEAM exhibit organized by visual artist and poetry-lover Shanthi Chandrasekar.
In May 2015 visit Takoma Park Community Center Galleries for a STEAM exhibit organized by visual artist and poetry-lover Shanthi Chandrasekar.
Wednesday, May 6, 2015
Balancing Opposites -- Tagore's Epigrams
Many important mathematical ideas occur as pairs of opposites:
-2 and +2 (additive inverses), 5 and 1/5 (multiplicative inverses),
bounded and unbounded, rational and irrational,
convergent and divergent, finite and infinite
Some other familiar mathematical notions occur often in contrasting pairs but are not fully opposites:
horizontal and vertical, positive and negative,
open and closed, perpendicular and parallel
Recently I have returned to reading work by Rabindranath Tagore (1861-1931; Bengal, India; winner of the 1913 Nobel Prize in Literature) and I enjoy reflecting on contrasts posed by this reflective poet in a series of "Epigrams":
Epigrams by Rabindranath Tagore
I will close my door to shut out all possible errors.
"But how am I to enter in?" cried Truth.
-2 and +2 (additive inverses), 5 and 1/5 (multiplicative inverses),
bounded and unbounded, rational and irrational,
convergent and divergent, finite and infinite
Some other familiar mathematical notions occur often in contrasting pairs but are not fully opposites:
horizontal and vertical, positive and negative,
open and closed, perpendicular and parallel
Recently I have returned to reading work by Rabindranath Tagore (1861-1931; Bengal, India; winner of the 1913 Nobel Prize in Literature) and I enjoy reflecting on contrasts posed by this reflective poet in a series of "Epigrams":
Epigrams by Rabindranath Tagore
I will close my door to shut out all possible errors.
"But how am I to enter in?" cried Truth.
Sunday, May 3, 2015
Lines of breathless length
Brief reflections on definitions of LINE . . .
Breathless length by JoAnne Growney
A LINE, said Euclid, lies evenly
with the points on itself --
that is, it’s straight –-
and Euclid did (as do my friends)
named points as its two ends.
The LINE of modern geometry
escapes these limits
and stretches to infinity.
Just as unbounded lines
of poetry.
Breathless length by JoAnne Growney
A LINE, said Euclid, lies evenly
with the points on itself --
that is, it’s straight –-
and Euclid did (as do my friends)
named points as its two ends.
The LINE of modern geometry
escapes these limits
and stretches to infinity.
Just as unbounded lines
of poetry.