From the journal of Steven H. Cullinane... 2002 Sep. 16-30

Monday, September 30, 2002

Cal

References:

  • On the author of The Virgin Suicides:
    "Eugenides' [strength] is his prodigious grasp of history and ancestry as limitless fields that surround us and through which we travel, both forward and backward, toward our unknown destination."
    -- Review of Middlesex
  • On stories and life:
    "The story of Cal... the narrator and protagonist of Middlesex, suggests that while facts can tell us a great deal about life, they are never quite sufficient to the task."
     -- Review of Middlesex
  • On the film "East of Eden":
    "East of Eden was in need of a Cal, and Elia Kazan, the director, found Cal in James Dean."
    -- The Life of James Dean 
11:47 pm



Monday, September 30, 2002

Today's birthday:
Deborah Kerr
 

From Dr. Mac’s Cultural Calendar:

"Film star Deborah Kerr was born on this day in 1921.
Her signature film is Night of the Iguana."

Is he
kidding?

7:00 pm



Monday, September 30, 2002

Meditation for the Feast of
Saint James Dean

From a Xanga journalist in the wee small hours:

Sara Teasdale

Pulitzer Prize for Poetry, 1918
committed suicide, 1933
Sylvia Plath Pulitzer Prize for Poetry
(posthumous), 1982
committed suicide, 1963
Anne Sexton Pulitzer Prize for Poetry, 1967
committed suicide, 1974

For your consideration:

From the twilight zone:
The Virgin Suicides


From the school zone:
Lost in the 50's



I think I'll stick with Olivia Newton-John, the cast of "Grease," and the school zone.
6:21 pm



Sunday, September 29, 2002

Angel Night

In honor of Ellis Larkins, jazz musician, who died on Sunday, September 29, 2002, the feast of Saint Michael and All Angels, here is the best midi rendition I can find of the classic melody "Angel Eyes."

(This entry was actually made on October 3, 2002, but I had saved a place for it on Michaelmas.  The midi is from Wesley Dick's Juke Box page.  For some classic New Orleans funeral music, go to Dick's home page.)

11:54 pm



Sunday, September 29, 2002

New from Miracle Pictures
- IF IT'S A HIT, IT'S A MIRACLE! -

Pi in the Sky
for Michaelmas 2002

"Fear not, maiden, your prayer is heard.
Michael am I, guardian of the highest Word."

-- A Michaelmas Play

Contact, by Carl Sagan:

Chapter 1 - Transcendental Numbers

  In the seventh grade they were studying "pi." It was a Greek letter that looked like the architecture at Stonehenge, in England: two vertical pillars with a crossbar at the top. If you measured the circumference of a circle and then divided it by the diameter of the circle, that was pi. At home, Ellie took the top of a mayonnaise jar, wrapped a string around it, straightened the string out, and with a ruler measured the circle's circumference. She did the same with the diameter, and by long division divided the one number by the other. She got 3.21. That seemed simple enough.

  The next day the teacher, Mr. Weisbrod, said that pi was about 22/7, about 3.1416. But actually, if you wanted to be exact, it was a decimal that went on and on forever without repeating the pattern of numbers. Forever, Ellie thought. She raised her hand. It was the beginning of the school year and she had not asked any questions in this class.
  "How could anybody know that the decimals go on and on forever?"
  "That's just the way it is," said the teacher with some asperity.
  "But why? How do you know? How can you count decimals forever?"
  "Miss Arroway" - he was consulting his class list - "this is a stupid question. You're wasting the class's time."

  No one had ever called Ellie stupid before and she found herself bursting into tears....

  After school she bicycled to the library at the nearby college to look through books on mathematics. As nearly as she could figure out from what she read, her question wasn't all that stupid. According to the Bible, the ancient Hebrews had apparently thought that pi was exactly equal to three. The Greeks and Romans, who knew lots of things about mathematics, had no idea that the digits in pi went on forever without repeating. It was a fact that had been discovered only about 250 years ago. How was she expected to know if she couldn't ask questions? But Mr. Weisbrod had been right about the first few digits. Pi wasn't 3.21. Maybe the mayonnaise lid had been a little squashed, not a perfect circle. Or maybe she'd been sloppy in measuring the string. Even if she'd been much more careful, though, they couldn't expect her to measure an infinite number of decimals.

  There was another possibility, though. You could calculate pi as accurately as you wanted. If you knew something called calculus, you could prove formulas for pi that would let you calculate it to as many decimals as you had time for. The book listed formulas for pi divided by four. Some of them she couldn't understand at all. But there were some that dazzled her: pi/4, the book said, was the same as 1 - 1/3 + 1/5 - 1/7 + ..., with the fractions continuing on forever. Quickly she tried to work it out, adding and subtracting the fractions alternately. The sum would bounce from being bigger than pi/4 to being smaller than pi/4, but after a while you could see that this series of numbers was on a beeline for the right answer. You could never get there exactly, but you could get as close as you wanted if you were very patient. It seemed to her

a miracle


 Cartoon by S.Harris

that the shape of every circle in the world was connected with this series of fractions. How could circles know about fractions? She was determined to learn

calculus.

  The book said something else: pi was called a "transcendental" number. There was no equation with ordinary numbers in it that could give you pi unless it was infinitely long. She had already taught herself a little algebra and understood what this meant. And pi wasn't the only transcendental number. In fact there was an infinity of transcendental numbers. More than that, there were infinitely more transcendental numbers that ordinary numbers, even though pi was the only one of them she had ever heard of. In more ways than one, pi was tied to infinity.

  She had caught a glimpse of something majestic.

Chapter 24 - The Artist's Signature

  The anomaly showed up most starkly in Base 2 arithmetic, where it could be written out entirely as zeros and ones. Her program reassembled the digits into a square raster, an equal number across and down. Hiding in the alternating patterns of digits, deep inside the transcendental number, was a perfect circle, its form traced out by unities in a field of noughts.

  The universe was made on purpose, the circle said. In whatever galaxy you happen to find yourself, you take the circumference of a circle, divide it by its diameter, measure closely enough, and uncover

a miracle

-- another circle, drawn kilometers downstream of the decimal point. There would be richer messages farther in. It doesn't matter what you look like, or what you're made of, or where you come from. As long as you live in this universe, and have a modest talent for mathematics, sooner or later you'll find it. It's already here. It's inside everything. You don't have to leave your planet to find it. In the fabric of space and in the nature of matter, as in a great work of art, there is, written small, the artist's signature. Standing over humans, gods, and demons... there is an intelligence that antedates the universe. The circle had closed. She found what she had been searching for.

Song lyric not in Sagan's book:

Will the circle be unbroken
by and by, Lord, by and by?
Is a better home a-waitin'
in the sky, Lord, in the sky?

"Contact," the film: 

Recording:

Columbia 37669

Date Issued:

Unknown

Side:

A

Title:

Can The Circle Be Unbroken

Artist:

Carter Family

Recording Date:

May 6, 1935

Listen:

Realaudio

Music courtesy of honkingduck.com.
 
For bluegrass midi version, click here.
 
The above conclusion to Sagan's book is perhaps the stupidest thing by an alleged scientist that I have ever read.  As a partial antidote, I offer the following.
Today's birthday: Stanley Kramer, director of "On the Beach."

From an introduction to a recording of the famous Joe Hill song about Pie in the Sky:

"They used a shill to build a crowd... You know, a carny shill."


Carny

10:18 pm

Comments on this post:

Another fascinating piece of work here but it left me frustrated, not only because my weakest subject in school was math, but because I didn't know if the "stupidest" conclusion that you spoke of was referring to the song lyrics/links, if you had added them in or what?  Again, should there be real truth in the "fictional" math book....to me, it would support some of my personal theories about our "Universe" persay and too, is the whole *point* of his book or Ellie's discovery that there is tangible proof of the Creation "theory" or the other way around?  It's late and I'm tired....I didn't think I was *that* slow but perhaps I am....

Posted 10/6/2002 at 3:48 am by soul_survivor

I added the "Will the circle be unbroken" lyrics. I am sorry this was not clear, and thank you for pointing out the lack of clarity. I added a line to the entry to clear up any possible confusion. What I found stupid about Sagan's conclusion may be found by clicking on the "a miracle" link in the excerpt from Sagan's chapter 24... Namely, the fact that Sagan clearly is ignorant (a shameful ignorance, in a man of his educational background) of the difference between a physical constant and a mathematical constant. This difference plays an important role in philosophy, going back at least to Plato. As for the whole point of his book, I don't know what it is, except for his opening dedication:

For Alexandra,

who comes of age with the Millennium.

May we leave your generation a world...

...better than the one we were given.


I certainly have no quarrel with that.

Posted 10/6/2002 at 2:08 pm by m759

Thank-you for your response and your clarification (although I'm not sure if I'm more or less confused on the larger issues...lol)....I was just now blogging about this blog.  Perhaps you are also psychic and not just brilliant. Peace....

Posted 10/6/2002 at 2:17 pm by soul_survivor



Saturday, September 28, 2002

In honor of Degas, of the petite danseuse Leslie Caron, and of the new permanent sculpture exhibition opening Sunday at the National Gallery, this site's music, at least for the weekend, is now Gershwin.  5:55 am



Friday, September 27, 2002

ART WARS
on the Feast of St. Edgar Degas

Edgar Degas died in Paris on September 27, 1917.


See also today's news stories about the new permanent sculpture exhibit at the National Gallery in Washington, D. C.
11:56 pm



Friday, September 27, 2002

ART WARS for the clueless

Someone's weblog entry for 9/27/02:

[27 Sep 2002|08:33pm]

"After a while you learn to cope with things like seeing your dead grandmother crawling up your leg with a knife in her teeth."
-Hunter S. Thompson

My  comment:

How to Handle a Thompson
m759
2002-09-27 09:05
pm

"What it all boiled down to really was everybody giving everybody else a hard time for no good reason whatever... You just couldn't march to your own music. Nowadays, you couldn't even hear it... It was lost, the music which each person had inside himself, and which put him in step with things as they should be."

-- The Grifters, Ch. 10, 1963, by
James Myers Thompson
(born on September 27th, 1906)

"The Old Man's still an artist
 with a Thompson."

-- Terry in "Miller's Crossing "

9:59 pm



Friday, September 27, 2002

Modern Times

ART WARS September 27, 2002:

From the Bulletin of the American Mathematical Society, October 2002, p. 563:

"To produce decorations for their weaving, pottery, and other objects, early artists experimented with symmetries and repeating patterns.  Later the study of symmetries of patterns led to tilings, group theory, crystallography, finite geometries, and in modern times to security codes and digital picture compactifications.  Early artists also explored various methods of representing existing objects and living things.  These explorations led to.... [among other things] computer-generated movies (for example, Toy Story)."

-- David W. Henderson, Cornell University

From an earlier log24.net note: 

ART WARS   September 12, 2002

Artist 
Ben
Shahn
was
born
on
this
date
in
1898.

John Frankenheimer's film "The Train" --

Und was fur ein Bild des Christentums 
ist dabei herausgekommen?

From Today in Science History:

Locomotion No. 1

[On September 27] 1825, the first locomotive to haul a passenger train was operated by George Stephenson's Stockton & Darlington's line in England. The engine "Locomotion No. 1" pulled 34 wagons and 1 solitary coach.... This epic journey was the launchpad for the development of the railways....

From Inventors World Magazine:

Some inventions enjoyed no single moment of birth. For the steam engine or the motion-picture, the birth-process was, on close examination, a gradual series of steps. To quote Robert Stevenson: 'The Locomotive is not the invention of one man, but a nation of mechanical engineers.' George Stevenson (no relation) probably built the first decent, workable steam engines...  Likewise the motion camera developed into cinema through a line of inventors including Prince, Edison and the Lumière brothers, with others fighting for patents. No consensus exists that one of these was its inventor. The first public display was achieved by the Lumière brothers in Paris.

From my log24.net note of Friday, Sept. 13th:

"Dante compares their dance and song to God’s bride on earth, the Church, when she answers the morning bells to rise from bed and 'woo with matins song her Bridegroom's love.' Some critics consider this passage the most 'spiritually erotic' of all the one hundred cantos of the Comedy."

From my log24.net note of September 12:

 

Everybody's doin' a brand new dance now...

5:10 pm



Friday, September 27, 2002

The Dark Lady

O dark dark dark. They all go into the dark....
-- T. S. Eliot, Four Quartets

From a list of people who died during 1991:

September 27 Oona Chaplin, daughter of Eugene O'Neill/wife of Charles, dies at 66

"Is that the name?  Well!  Well!  Well!  That's a fine old name in the west here."

"It is so, indeed," said the landlady. "For they were kings and queens in Connaught before the Saxon came.  And herself, sir, has the face of a queen, they tell me."

"They're right"....

-- John Collier, "The Lady on the Grey," Fancies and Goodnights, Bantam paperback, first printing, March 1953, page 131

See also my note of Friday, September 20, 2002.

"Madame, all stories, if continued far enough, end in death, and he is no true-story teller who would keep that from you."
-- Ernest Hemingway, Death in the Afternoon, Ch. 11

"Love is strong as death." -- Song of Songs 8:6
("...que cantaba el rey David" -- "Las Mañanitas")

"I'm not even sure he has a heart. (...) He's an American."
-- Audrey Hepburn in "Love in the Afternoon"

"There is never any ending to Paris...."
-- Ernest Hemingway, A Moveable Feast

12:01 am



Thursday, September 26, 2002

Birthday of T. S. Eliot, 
George Gershwin,
and Olivia Newton-John

Time past and time future
What might have been and what has been
Point to one end, which is always present.
-- T. S. Eliot, Four Quartets

In time the Rockies may crumble
Gibraltar may tumble
They're only made of clay....
-- Ira Gershwin

In honor of Tom and George (not to mention Olivia) the muse of dance, Terpsichore, suggests that today we recall Gene Kelly and Leslie Caron as they dance by the Seine in "An American in Paris."

Today is also the birthday of Martin Heidegger, author of Being and Time.  In honor of Heidegger and his girlfriend Hannah Arendt, I looked for a rendition of "Our Love is Here to Stay" on the glockenspiel,  but could not find one.  The birthday song "Las Mañanitas" will therefore have to do for Tom, George, Olivia, and Martin, as well as Michael and Catherine (see Sept. 25 note below).

2:36 pm



Wednesday, September 25, 2002

Birthday of Michael Douglas
and Catherine Zeta-Jones

To honor Michael's adventures in "Romancing the Stone" (filmed near Veracruz, Mexico) and  Catherine's impressive performance as the daughter of Zorro, this site's background music is now the Mexican birthday song, "Las Mañanitas," as performed at

Classical Guitar Midi Archives.

For the lyrics, courtesy of Dale Hoyt Palfrey,

click here.

De las estrellas del cielo
quisiera bajarte dos:
una para saludarte
y otra para decirte adiós.

From the stars of the heavens
I would like to bring down two:
One to say hello to you
And the other to say goodbye.

Update of September 28:

In honor of Degas, of the petite danseuse Leslie Caron, and of the opening this Sunday of the permanent sculpture exhibition at the National Gallery, this site's background music has been changed, at least for the weekend, to Gershwin. 

3:02 am



Tuesday, September 24, 2002

The Shining of Lucero

From Broken Symmetries, by Paul Preuss, 1983:

Peter [Slater] had never thirsted after "hidden variables" to explain what could not be pictured.  Mathematical relationships were enough to satisfy him, mere formal relationships which existed at all times, everywhere, at once.  It was a thin nectar, but he was convinced it was the nectar of the gods. (Ch. 16)

11:37 pm



Tuesday, September 24, 2002

The Shining of Lucero

From my journal note, "Shining Forth":

The Spanish for "Bright Star" is "Lucero."

The Eye of the Beholder:

When you stand in the dark and look at a star a hundred light years away, not only have the retarded light waves from the star been travelling for a hundred years toward your eyes, but also advanced waves from your eyes have reached a hundred years into the past to encourage the star to shine in your direction.

-- John Cramer, "The Quantum Handshake"

From Broken Symmetries, by Paul Preuss, 1983:

He'd toyed with "psi" himself.... The reason he and so many other theoretical physicists were suckers for the stuff was easy to understand -- for two-thirds of a century an enigma had rested at the heart of theoretical physics, a contradiction, a hard kernel of paradox....   

Peter [Slater] had never thirsted after "hidden variables" to explain what could not be pictured.  Mathematical relationships were enough to satisfy him, mere formal relationships which existed at all times, everywhere, at once.  It was a thin nectar, but he was convinced it was the nectar of the gods.

..................

Those so-called crazy psychics were too sane, that was their problem -- they were too stubborn to admit that the universe was already more bizarre than anything they could imagine in their wildest dreams of wizardry. (Ch. 16)

From Secret Passages, by Paul Preuss, 1997:

Minakis caught up and walked beside him in silence, moving with easy strides over the bare ground, listening as Peter [Slater] spoke. "Delos One was ten years ago -- quantum theory seemed as natural as water to me then; I could play in it without a care. If I'd had any sense of history, I would have recognized that I'd swallowed the Copenhagen interpretation whole."

"Back then, you insisted that the quantum world is not a world at all," Minakis prompted him. "No microworld, only mathematical descriptions."

"Yes, I was adamant. Those who protested were naive -- one has to be willing to tolerate ambiguity, even to be crazy."

"Bohr's words?"

"The party line. Of course Bohr did say, 'It is wrong to think that the task of physics is to find out how nature is. Physics concerns what we can say about nature.' Meaning that when we start to talk what sounds like philosophy, our colleagues should rip us to pieces." Peter smiled. "They smell my blood already."

..................
 
Peter glanced at Minakis. "Let's say there are indications -- I have personal indications -- not convincing, perhaps, but suggestive, that the quantum world penetrates the classical world deeply." He was silent for a moment, then waved his hand at the ruins. "The world of classical physics, I mean. I suppose I've come to realize that the world is more than a laboratory."

"We are standing where Apollo was born," Minakis said. "Leto squatted just there, holding fast to a palm tree, and after nine days of labor gave birth to the god of light and music...."

From my journal note, "A Mass for Lucero":

To Lucero, in memory of
1962 in Cuernavaca

From On Beauty, by Elaine Scarry,
Princeton University Press, 1999 --

"Homer sings of the beauty of particular things. Odysseus, washed up on shore, covered with brine, having nearly drowned, comes upon a human community and one person in particular, Nausicaa, whose beauty simply astonishes him. He has never anywhere seen a face so lovely; he has never anywhere seen any thing so lovely....

I have never laid eyes on anyone like you,
neither man nor woman...
I look at you and a sense of wonder takes me.

Wait, once I saw the like --
in Delos, beside Apollo's altar --
the young slip of a palm-tree
springing into the light."

From Secret Passages, by Paul Preuss, 1997:

"When we try to look inside atoms," Peter said, "not only can we not see what's going on, we cannot even construct a coherent picture of what's going on."

"If you will forgive me, Peter," Minakis said, turning to the others. "He means that we can construct several pictures -- that light and matter are waves, for example, or that light and matter are particles -- but that all these pictures are inadequate. What's left to us is the bare mathematics of quantum theory."

.... "Whatever the really real world is like, my friend, it is not what you might imagine."

..................
 
Talking physics, Peter tended to bluntness. "Tell me more about this real world you imagine but can't describe."

Minakis turned away from the view of the sunset. "Are you familiar with John Cramer's transactional interpretation of quantum mechanics?"

"No I'm not."

..................

"Read Cramer. I'll give you his papers. Then we can talk." 

 From John Cramer, "The Quantum Handshake":

Advanced waves could perhaps, under the right circumstances, lead to "ansible-type" FTL communication favored by Le Guin and Card.... 

For more on Le Guin and Card, see my journal notes below.

For more on the meaning of "lucero," see the Wallace Stevens poem "Martial Cadenza."

11:33 pm



Tuesday, September 24, 2002

The Group

"When shall we four meet again?"

This phrase was suggested by a recent weblog entry recounting how the author hesitated to meet for lunch with three of her friends because, while acquainted in pairs, the four had never met before as a group.  It was not clear how the previous relationships would play out in this larger context.  The author suggested that her readers see the introduction to Orson Scott Card's Speaker for the Dead  for details.  I did, and found the following:

"The idea of community.... This was not easy.  Most novels get by with showing the relationships between two or, at the most three characters.  This is because the difficulty of creating a character increases with each new major character that is added to the tale.  Characters, as most writers understand, are truly developed through their relationships with others.  If there are only two significant characters, then there is only one relationship to be explored.  If there are three characters, however, there are four relationships: Between A and B, between B and C, between C and A, and finally the relationship when all three are together."

This implies that when four people meet, there are 11 relationships going on:  six from pairs, four from triplets, and one from the quartet.

It gets worse...

"Even this does not begin to explain the complexity -- for in real life, at least, most people change, at least subtly, when they are with different people.  The changes can be pretty major....

So when a storyteller has to create three characters, each different relationship requires that each character in it must be transformed, however subtly, depending on how the relationship is shaping his or her present identity.  Thus, in a three-character story, a storyteller who wishes to convince us of the reality of these characters really has to come up with a dozen different personas, four for each of them."

Therefore when four people meet, there are actually 44 personas to account for.  This makes the stateroom scene from "A Night at the Opera" look underpopulated.

 

See also my journal note "Metaphysics for Tina."

9:54 pm



Sunday, September 22, 2002

Force Field of Dreams

Metaphysics and chess in today's New York Times Magazine:

  • From "Must-See Metaphysics," by Emily Nussbaum: 

    Joss Whedon, creator of a new TV series --

    "I'm a very hard-line, angry atheist" and
    "I want to invade people's dreams."

  • From "Check This," by Wm. Ferguson:

    Garry Kasparov on chess --

    "When the computer sees forced lines,
    it plays like God."

Putting these quotations together, one is tempted to imagine God having a little game of chess with Whedon, along the lines suggested by C. S. Lewis:

As Lewis tells it the time had come for his "Adversary [as he was wont to speak of the God he had so earnestly sought to avoid] to make His final moves." (C. S. Lewis, Surprised by Joy, Harcourt, Brace, and World, Inc., 1955, p. 216) Lewis called them "moves" because his life seemed like a chess match in which his pieces were spread all over the board in the most disadvantageous positions. The board was set for a checkmate....

For those who would like to imagine such a game (God vs. Whedon), the following may be helpful.

George Steiner has observed that

The common bond between chess, music, and mathematics may, finally, be the absence of language. 

This quotation is apparently from

Fields of Force:
Fischer and Spassky at Reykjavik
. by George Steiner, Viking hardcover, June 1974.

George Steiner as quoted in a review of his book Grammars of Creation:

"I put forward the intuition, provisional and qualified, that the 'language-animal' we have been since ancient Greece so designated us, is undergoing mutation."

The phrase "language-animal" is telling.  A Google search reveals that it is by no means a common phrase, and that Steiner may have taken it from Heidegger.  From another review, by Roger Kimball:

In ''Grammars of Creation,'' for example, he tells us that ''the classical and Judaic ideal of man as 'language animal,' as uniquely defined by the dignity of speech . . . came to an end in the antilanguage of the death camps.''

This use of the Holocaust not only gives the appearance of establishing one's credentials as a person of great moral gravity; it also stymies criticism. Who wants to risk the charge of insensitivity by objecting that the Holocaust had nothing to do with the ''ideal of man as 'language animal' ''?

Steiner has about as clear an idea of the difference between "classical" and "Judaic" ideals of man as did Michael Dukakis. (See my notes of September 9, 2002.)

Clearly what music, mathematics, and chess have in common is that they are activities based on pure form, not on language. Steiner is correct to that extent. The Greeks had, of course, an extremely strong sense of form, and, indeed, the foremost philosopher of the West, Plato, based his teachings on the notion of Forms. Jews, on the other hand, have based their culture mainly on stories... that is, on language rather than on form. The phrase "language-animal" sounds much more Jewish than Greek. Steiner is himself rather adept at the manipulation of language (and of people by means of language), but, while admiring form-based disciplines, is not particularly adept at them.

I would argue that developing a strong sense of form -- of the sort required to, as Lewis would have it, play chess with God -- does not require any "mutation," but merely learning two very powerful non-Jewish approaches to thought and life: the Forms of Plato and the "archetypes" of Jung as exemplified by the 64 hexagrams of the 3,000-year-old Chinese classic, the I Ching.

For a picture of how these 64 Forms, or Hexagrams, might function as a chessboard,

click here.

Other relevant links:

"As you read, watch for patterns. Pay special attention to imagery that is geometric..."

and


from Shakhmatnaia goriachka

8:02 pm



Friday, September 20, 2002

Music for Patricias

On this date in 1892, actress/author Patricia Collinge was born in Dublin, Ireland.  She is not to be confused with the Patricia Collinge of

In honor of both Patricias, the backgound music of this site is no longer "Baby, Baby, Don't Get Hooked on Me."  It is, instead,

a tune that fans of James Joyce may recognize.

7:00 pm



Friday, September 20, 2002

From the Xanga journal of bluesman43:

In Zen tradition, there was a mad poet called Han-shan, or translated, "Cold Mountain." He is pictured dressed in rags and leaning on a broom. When a passerby would dismiss him as a simple lunatic, Han-shan, in one of his many poems, would offer this advice: "Try to make it to Cold Mountain." Now, we don't know for sure where Cold Mountain is or was; we do know that Han-shan had, either personally climbed it and returned, or knew one who had.

The title refers to Charles Frazier's
bestselling novel, Cold Mountain.

4:13 am



Thursday, September 19, 2002

William Golding
and the Lost Boys

Author William Golding was born on this date in 1911.

Theater review,
'The Terrible Tragedy of Peter Pan'
at House Theatre in Chicago

By Chris Jones

"J. M. Barrie's famous 1904 tale of Peter Pan and the Lost Boys is fertile ground for post-modern exploration."

See also the Stephen King novel

Hearts in Atlantis.

(Forget the movie, which does not even mention William Golding.)

For a somewhat more cheerful variation on the Lost Boys theme, see the new

Kingdom Hearts game.

Of course, mature audiences might react to this Disney production by recalling the classic question, "Why did Mickey Mouse divorce Minnie Mouse?"

See also the

Lord of the Flies game

at the Nobel Prize Foundation site.

4:11 pm



Thursday, September 19, 2002

Fermat's Sombrero

Mexican singer Vincente Fernandez holds up the Latin Grammy award (L) for Best Ranchero Album he won for "Mas Con El Numero Uno" and the Latin Grammy Legend award at the third annual Latin Grammy Awards September 18, 2002 in Hollywood. REUTERS/Adrees Latif

From a (paper) journal note of January 5, 2002:

Princeton Alumni Weekly 
January 24, 2001 

The Sound of Math:
Turning a mathematical theorem
 and proof into a musical

How do you make a musical about a bunch of dead mathematicians and one very alive, very famous, Princeton math professor? 

 

Wallace Stevens:
Poet of the American Imagination

Consider these lines from
"Six Significant Landscapes" part VI:

Rationalists, wearing square hats,
Think, in square rooms,
Looking at the floor,
Looking at the ceiling.
They confine themselves
To right-angled triangles.
If they tried rhomboids,
Cones, waving lines, ellipses-
As, for example, the ellipse of the half-moon-
Rationalists would wear sombreros.

Addendum of 9/19/02: See also footnote 25 in

Theological Method and Imagination

by Julian N. Hartt

2:16 pm



Thursday, September 19, 2002

The winner of the self-promotion award
at the third annual Latin Grammys
last night was... 

Stella!

Jennifer Love Hewitt in Rolling Stone An Awfully Big Adventure is the story of Stella, a headstrong, starry-eyed young teenager whose passion for the theatre leads her into a grownup world of sex and secrets, menace and manipulation.


 

Girl, you're a hot-blooded woman-child

And it's warm where you're touchin' me

But I can tell by your tremblin' smile

You're seein' way too much in me

- Mac Davis,      1972

1:11 am



Wednesday, September 18, 2002

Tierra y Cielo:
Meditations on the initials TC

Tierra y Cielo en Baja:

TC Boyle:


Tortilla Curtain:


T y C, Andalucia:

Heaven and Earth in Heidegger

Cuando imaginamos algo en la tierra, este algo también se encuentra bajo el cielo, ante los divinos y junto a los mortales. Esta unidad de ellos designamos la Cuaternidad....

...Heiddeger nos presenta un ejemplo para aplicar la reflexión: un puente....

El puente coliga según su manera cabe sí tierra y cielo, los divinos y los mortales; es una cosa y lo es en tanto que la coligación de la Cuaternidad que hemos caracterizado antes. El puente coliga la Cuaternidad de tal modo que hace sitio a una plaza. Pero sólo aquello que en sí mismo es un lugar puede abrir espacio a una plaza. Antes del puente, hay muchos sitios que pueden ser ocupados por algo. De entre ellos uno se da como un lugar, y esto ocurre por la propia presencia del puente. Luego, el lugar se da por el puente. El puente es una cosa, coliga la Cuaternidad, pero coliga en el modo de otorgar (hacer sitio a) a la Cuaternidad una plaza.

See also

HEIDEGGER AND HÖLDERLIN
ON TIERRA Y CIELO

and my note of September 5,

"ARROW IN THE BLUE."

5:16 pm



Wednesday, September 18, 2002

The Garden of Allah

 There she stood in the doorway;
I heard the mission bell. And I was thinking to myself, "This could be Heaven or this could be Hell."
Then she lit up a candle
and she showed me the way...
 

Mirrors on the ceiling, pink champagne on ice. And she said, "We are all just prisoners here of our own device."

FROM A SITE ON DON HENLEY:

BACKGROUND FROM DON HENLEY
ON "THE GARDEN OF ALLAH" 

"The song is loosely based on a recently published book (actually, I wrote the song before I read the book), The Death of Satan  (How Americans Have Lost the Sense of Evil), written by Andrew Delbanco....

...we land at last smack-dab in the 'culture of irony,' which is where we sit, like Job, in dust and ashes.

THE STORY LINE OF THE SONG 
"T
HE GARDEN OF ALLAH"

Satan is quite frustrated because things have gotten so bad that even he is confounded....

He waxes nostalgic about the good ol' days when he hung out in Hollywood with the likes of F. Scott Fitzgerald and Aldous Huxley... [at] the historic Garden of Allah apartment hotel.

THE L.A. GARDEN OF ALLAH

A 3 1/2-acre hotel complex of Spanish-style bungalows that once stood on Sunset Boulevard.... During its three-decade heyday, the Garden of Allah was the site of robberies, orgies, drunken rages, tense honeymoons, bloody brawls, divorces, suicides, and murder."

3:43 am



Wednesday, September 18, 2002

Order of Mystic Mathematicians

In honor of David Zindell's "Pilots of the Order of Mystic Mathematicians," today's background music is Ring around the Moon.

1:21 am



Monday, September 16, 2002

A Time to Gather Stones Together
(Ecclesiastes 3:5)

Readings for Yom Kippur:

3:26 pm