continued from
March 28, 2003
Related material:
One Ring to
Rule Them All
(Sept. 2, 2003)
and
Indiana Jones and the
Diadem of Death
(May 29, 2008)
Related material:
One Ring to
Rule Them All
(Sept. 2, 2003)
and
Indiana Jones and the
Diadem of Death
(May 29, 2008)
"For every kind of vampire,
there is a kind of cross."
-- Thomas Pynchon in
Gravity's Rainbow
"Since 1963, when Pynchon's first novel, V., came out, the writer-- widely considered America's most important novelist since World War II-- has become an almost mythical figure,
-- Nancy Jo Sales in the November 11, 1996, issue of New York Magazine
(Click on images for their
source in past entries.)
In a Nutshell:
"Plato's Ghost evokes Yeats's lament that any claim to worldly perfection inevitably is proven wrong by the philosopher's ghost...."
-- Princeton University Press on Plato's Ghost: The Modernist Transformation of Mathematics (by Jeremy Gray, September 2008)
|
Good's Singularity
Irving John "I.J." Good died Sunday, April 5, 2009.
The date of his death was also Palm Sunday and the day of the Academy of Country Music Awards.
Information from Wikipedia:
Good, 92, was a cryptanalyst at Bletchley Park during World War II.
"He was born as Isidore Jacob Gudak to a Jewish family in London. In his publications he was called I. J. Good. He studied mathematics at Jesus College, Cambridge, graduating in 1938. He did research work under G.H. Hardy and Besicovitch before moving to Bletchley Park in 1941 on completing his doctorate.
At Bletchley Park, he was initially in Hut 8 under the supervision of Alan Turing..."
[Related material: the death of Turing (a major fan of the Evil Queen in Snow White) and yesterday's entry]
Wikipedia states that "I. J. Good's vanity car license plate, hinting at his spylike wartime work, was
| "Some say the symbol of Apple Computers, the apple with a bite out of it, is a nod to Alan Turing." -- from "Alan Turing and |

Above: Composite by "guano" at Flickr
Will: Do you like apples?
Clark: Yeah.
Will: Well, I got her number.
How do you like them apples?
-- "Good Will Hunting"
Happy Spy Wednesday.
|
Bright Star and Dark Lady "Mexico is a solar country -- but it is also a black country, a dark country. This duality of Mexico has preoccupied me since I was a child." -- Octavio Paz, |
||
|
Bright Star
|
Amen.
|
Dark Lady
|
The same story on
May 11, 2005
with a different
dark lady:

-- President Obama in Strasbourg on Friday, April 3, 2009
"George Bernard Shaw once wrote, 'Some people see things as they are and say why? I dream things that never were and say, why not?'"
-- Robert Kennedy, University of Kansas, March 18, 1968
| George Bernard Shaw:
THE SNAKE. I can talk of many things. I am very wise. It was I who whispered the word to you that you did not know. Dead. Death. Die. EVE [shuddering] Why do you remind me of it? I forgot it when I saw your beautiful hood. You must not remind me of unhappy things. THE SERPENT. Death is not an unhappy thing when you have learnt how to conquer it. EVE. How can I conquer it? THE SERPENT. By another thing, called birth. EVE. What? [Trying to pronounce it] B-birth? THE SERPENT. Yes, birth. EVE. What is birth? THE SERPENT. The serpent never dies. Some day you shall see me come out of this beautiful skin, a new snake with a new and lovelier skin. That is birth. EVE. I have seen that. It is wonderful. THE SERPENT. If I can do that, what can I not do? I tell you I am very subtle. When you and Adam talk, I hear you say 'Why?' Always 'Why?' You see things; and you say 'Why?' But I dream things that never were; and I say 'Why not?' I made the word dead to describe my old skin that I cast when I am renewed. I call that renewal being born. EVE. Born is a beautiful word. THE SERPENT. Why not be born again and again as I am, new and beautiful every time? EVE. I! It does not happen: that is why. THE SERPENT. That is how; but it is not why. Why not? EVE. But I should not like it. It would be nice to be new again; but my old skin would lie on the ground looking just like me; and Adam would see it shrivel up and-- THE SERPENT. No. He need not. There is a second birth. EVE. A second birth? THE SERPENT. Listen. I will tell you a great secret.... |
About the People
(with apologies to
Zenna Henderson):
"We've got to stop meeting like this."
Los Angeles Times, April 1:
obituary for the green demon of
Joss Whedon's TV series "Angel"--
"As you read,
watch for patterns."
-- "Pattern in The Defense,"
apparently by Jeff Edmunds
Related material:
Today's previous entries
and
"Force Field of Dreams"
(which contains the
above quotation)
in this journal on
Sept. 22, 2002
"... in some autistic enchantment,
pure as one of Bach's inverted canons or Euler's formula for polyhedra."
-- George Steiner, "A Death of Kings," in The New Yorker, issue dated Sept. 7, 1968

The Steiner here is
Jakob, not George.
See "Pope to Pray on
Autism Sunday 2009."
See also Log24 on that
Sunday-- February 8:
Other knight figures:
Click on the SpringerLink
knight for a free copy
(pdf, 1.2 mb) of
the following paper
dealing with the geometry
underlying the R.T. Curtis
knight figures above:

Context:
Literature and Chess and
Sporadic Group References
Details:
| Adapted (for HTML) from the opening paragraphs of the above paper, W. Jonsson's 1970 "On the Mathieu Groups M22, M23, M24..."--
"[A]... uniqueness proof is offered here based upon a detailed knowledge of the geometric aspects of the elementary abelian group of order 16 together with a knowledge of the geometries associated with certain subgroups of its automorphism group. This construction was motivated by a question posed by D.R. Hughes and by the discussion Edge [5] (see also Conwell [4]) gives of certain isomorphisms between classical groups, namely
where A8 is the alternating group on eight symbols, S6 the symmetric group on six symbols, Sp(4,2) and PSp(4,2) the symplectic and projective symplectic groups in four variables over the field GF(2) of two elements, [and] PGL, PSL and SL are the projective linear, projective special linear and special linear groups (see for example [7], Kapitel II). The symplectic group PSp(4,2) is the group of collineations of the three dimensional projective space PG(3,2) over GF(2) which commute with a fixed null polarity tau...." References 4. Conwell, George M.: The three space PG(3,2) and its group. Ann. of Math. (2) 11, 60-76 (1910). 5. Edge, W.L.: The geometry of the linear fractional group LF(4,2). Proc. London Math. Soc. (3) 4, 317-342 (1954). 7. Huppert, B.: Endliche Gruppen I. Berlin-Heidelberg-New York: Springer 1967. |
"Lord, I remember"
-- Bob Seger
"Philosophers ponder the idea of identity: what it is to give something a name on Monday and have it respond to that name on Friday...."
-- Bernard Holland in The New York Times of Monday, May 20, 1996
Yesterday's afternoon entry cited philosopher John Holbo on chess. This, together with Holland's remark above and Monday's entries on Zizek, suggests...
Holbo on Zizek
(pdf, 11 pages)
In this excellent analysis,
Holbo quotes Kierkegaard:
"... the knight of faith
'has the pain of being unable to
make himself intelligible to others'"
(Kierkegaard, Fear and Trembling)
Cardinal Manning
Click on the cardinal
for a link to some remarks
related to the upcoming film
"Angels & Demons" and to
a Paris "Sein Feld."
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