magicdragon2 ([info]magicdragon2) wrote,
@ 2004-06-10 21:37:00
Previous Entry  Add to memories!  Tell a Friend  Next Entry
$1,000,000 prize for solving Riemann Hypothesis?
Purdue mathematician claims proof for Riemann hypothesis
WEST LAFAYETTE, Ind. – A Purdue University mathematician claims to have proven the Riemann Hypothesis, often dubbed the greatest unsolved problem in mathematics...

As Mathematicians know, the world is divided into 3 kinds of people: the ones who prefer to look at the proof, and the ones who prefer to stick with the press release.

You may want, instead, to read Apology for the proof of the Riemann hypothesis (in pdf format). It is a sort of Mathematician's Autobiography, with in interesting diversion at the end on the Crusader who founded the family of the Mathematician in 1199 A.D., a coincidence on the heraldry, and how he intends to spend the $1,000,000 prize if his proof is verified.

Or maybe you dare to explore The measure problem (in pdf format) to get a sense of this brilliant mathematician's style in equationland.

Or maybe a modern background on Riemann zeta functions (in pdf format), which are at the heart of the century-and-a-half puzzle.

Or even Nevanlinna Factorization And The Bieberbach Conjecture (in pdf format) to see how he disposed of a lesser but still significant mathematical problem.

Or -- last but not least -- maybe you want to post something here on the Mathematics, the Social Significance of It All, or how you would spend $1,000,000 if you found yourself solving a problem that had baffled the greatest minds for generation?



Page 1 of 2
<<[1] [2] >>

(60 comments) - (Post a new comment)

Louis de Branges de Bourcia explained why it matters...
(Anonymous)
2004-06-09 10:04 pm UTC (link)
Louis de Branges de Bourcia, whom you perversely called only "The Mathematician," already made a cogent statement of "the Social Significance of It All":

"The solution of a celebrated problem creates a disturbance in the otherwise quiet flow of mathematical events. The solution escapes the planning of committees. Colleagues are unprepared because the possibility of a solution has not been included in their research proposals. Students have avoided related thesis topics because of the risk that the work will not be welcome to a prospective employer. Friends are discouraged from research activity by the demands of the situation created by the solution. The manuscript, which is necessarily written at the highest research level, is readable only to a limited audience."

This makes sense to me, even if I have zero chance (or "epsilon chance" my roommate tells me) of understanding the proof. Or, ummm, even the problem.

(Reply to this)

Limerick: Riemann Hypothesis Solved?
[info]magicdragon2
2004-06-09 10:16 pm UTC (link)
------------------------------------------
Riemann Hypothesis Solved?
-- copyright (c) 2004 by Magic Dragon Multimedia
------------------------------------------

Louis de Branges de Bourcia
Overcame awful inertia.
He conquered Riemann
the way Ghengis Khan
rode a quarter-horse halfway to Persia.

------------------------------------------


(Reply to this)

David Hilbert, a millennium hence...
(Anonymous)
2004-06-09 10:19 pm UTC (link)
As kaalamaadan posted on slashdot, on Wednesday June 09, @07:08PM:

"If I were to awaken after having slept for a thousand years, my first question would be: Has the Riemann hypothesis been proven?"

David Hilbert

(Reply to this)

Benjamin Franklin 1,000 years hence...
[info]magicdragon2
2004-06-09 10:24 pm UTC (link)
"The rapid progress true science now makes occasions my regretting sometimes that I was born so soon. It is impossible to imagine the Height to which may be carried, in a thousand years, the Power of Man over Matter...Agriculture may diminish its Labour and double its Produce; all Diseases may, by sure means, be prevented or cured, not even excepting that of Old Age, and our Lives lengthened at pleasure even beyond the antediluvian Standard. O that moral Science were in as fair a way of Improvement, that Men would cease to be Wolves to one another, and that human Beings would at length learn what they now improperly call Humanity."

-- Benjamin Franklin

(Reply to this)

Science Daily scooped you...
[info]magicdragon2
2004-06-09 10:27 pm UTC (link)
Science Daily already had an article about this.

- BlogReader

(Reply to this)

Math Students can be cynical
[info]magicdragon2
2004-06-09 10:31 pm UTC (link)
(as to previous post) sometimes people who know me send me email. Guess they can't figure out LiveJournal?

Yes, it was Science Daily where I first saw this, when I got up to prepare for giving my students an Algebra exam.

I thought of telling them that Math can make you $1,000,000 -- but I know one of them would say: "then how come you're still teaching here?"

(Reply to this)

Mathematician's Heaven
(Anonymous)
2004-06-09 10:37 pm UTC (link)
"The origins of the hypothesis date back to 1859, when mathematician Bernhard Riemann came up with a theory about how prime numbers were distributed, but he died in 1866, before he could conclusively prove it."

On your other thread, you quoted Erdos on how one might hope to prove theorems after you've died:

"My mother said, 'Even you, Paul, can be in only one place at one time.' Maybe soon I will be relieved of this disadvantage. Maybe, once I've left, I'll be able to be in many places at the same time. Maybe then I'll be able to collaborate with Archimedes and Euclid."

So maybe Erdos and Reimann already proved the theorem, up in Mathematician's Heaven.

(Reply to this)

What I believe about Mathematicans' Heaven
[info]magicdragon2
2004-06-09 10:40 pm UTC (link)
There are two things that I believe about Mathematicans' Heaven:

(1) It is infinite. I mean, really, really infinite...

(2) The journals published up there are hard to get, down here.

Does anyone remember that story about the mathematician who conjures up the Devil to help him prove an unsolved math problem, and soon the Devil gets deeply involved in the math?

(Reply to this) (Thread)

Re: What I believe about Mathematicans' Heaven
[info]taper
2004-06-10 10:00 pm UTC (link)
Well, you know, the Devil is in the details.

(Reply to this) (Parent)(Thread)

Re: What I believe about Mathematicans' Heaven - [info]magicdragon2, 2004-06-10 11:16 pm UTC
A Mathematician at Heaven's Gate: by Frank Morgan
(Anonymous)
2004-06-09 10:43 pm UTC (link)
Check out:
A Mathematician at Heaven's Gate:
a play by Frank Morgan
(www.maa.org/features/mathchat/mathchat_6_21_01.html)

"In my Father's house are many mansions. . . I go to prepare a place for you." - John 14:2

Scene I. An impeccable mathematician arrives at the Pearly Gates.

"Yes?"

"Well, here I am."

"Oh yes, we'd been expecting you, but you're a little late."

"Oh, well see I had this idea for proving the Poincare conjecture before I died, and I had to check it out."

Silence.

"It didn't work."

Silence.

"Well, may I come in?"

"I have to apologize. We'd love to have you come in, but we're full."

"Full?"

"Every place taken."

"But isn't heaven infinite?"

"Oh yes, of course."

"Well then, how can you be full?"

"Well, we have infinitely many souls here...."

(Reply to this)

rude joke about a Mathematician in Heaven
(Anonymous)
2004-06-09 11:02 pm UTC (link)
There's a rather rude joke about a Mathematician in Heaven:

The route to Heaven! (http://www.santabanta.com/jokes.asp?catid=4343)

(Reply to this)

Hoped for Joke, got sermon...
[info]magicdragon2
2004-06-09 11:08 pm UTC (link)
Yes, that's on the web in far too many places.

I was hoping for a good punchline on the below, but, alas, it ends as a sermon.

Mathematician, Scientist, Lingust

Student new on campus, walking around, perhaps thinking
about God. Meets a mathematician, scientist, and linguist.

The Scientist has determined the secret location of God within
the galaxy, and is trying to build a rocket ship to get there
himself, (altho [sic] it might take a million years to get there...

The Mathematician is calculating the number of good
works it takes to get to heaven, or something like that...
(limit as works go to infinity...)

The Linguist thinks that nobody can talk to God unless
they first learn the language of God, which they are
developing as a combination of 37 languages. For
example, to introduce yourself formally requires
you to say "...
[Error: Irreparable invalid markup ('<say [...] up?'>') in entry. Owner must fix manually. Raw contents below.]

Yes, that's on the web in far too many places.

I was hoping for a good punchline on the below, but, alas, it ends as a sermon.

<a href="http://www.mit.edu/people/mjneely/skits/The_3_Experts">Mathematician, Scientist, Lingust</a>

Student new on campus, walking around, perhaps thinking
about God. Meets a mathematician, scientist, and linguist.

The Scientist has determined the secret location of God within
the galaxy, and is trying to build a rocket ship to get there
himself, (altho [sic] it might take a million years to get there...

The Mathematician is calculating the number of good
works it takes to get to heaven, or something like that...
(limit as works go to infinity...)

The Linguist thinks that nobody can talk to God unless
they first learn the language of God, which they are
developing as a combination of 37 languages. For
example, to introduce yourself formally requires
you to say "...<say hello in 5 or 6 different languages,
ending with the English 'What's Up?'> " :)

Student becomes overwhelmed, but then someone comes
by and says that you don't need a rocket ship to get to
God, or do complex calculations to get to heaven, and
don't need to first learn 37 languages...but that
you can know God here, today, and talk with him thru [sic]
prayer, by accepting Jesus into your heart."

(Reply to this)

Jacques Bernoulli mysticism
[info]magicdragon2
2004-06-09 11:11 pm UTC (link)
Stairway to Heaven?

"[Swiss mathematician Jacques] Bernoulli had a mystical strain which cropped up once in an interesting way toward the end of his life. There is a certain spiral (the logarithmic or equiangular) which is reproduced in a similar spiral after each of many geometrical transformations. Bernoulli was fascinated by this recurrence of the spiral, several of whose properties he discovered, and directed that a spiral be engraved on his tombstone with the inscription Eadem mutata resurge (Though changed I shall arise the same)."

Bernouilli, Jacques (1654-1705) Swiss mathematician

[Sources: Eric Temple Bell, Men of Mathematics. Bell was a Math Professor at Caltech, and a Science Fiction author]

(Reply to this)

joke about a Mathematician in Heaven
[info]magicdragon2
2004-06-09 11:17 pm UTC (link)
Then there's this old joke about a Mathematician in Heaven:

Biologists think they're Biochemists.
Biochemists think they're Chemists.
Chemists think they're Physical Chemists.
Physical Chemists think they're Physicists.
Physicists think they're God....


God thinks he is a Mathematician!

(Reply to this)

Einstein dies and goes to heaven
(Anonymous)
2004-06-09 11:20 pm UTC (link)
Einstein dies and goes to heaven only to be informed that his room is
not yet ready.

"I hope you will not mind waiting in a dormitory. We are very sorry, but it's the best we can do and you will have to share the room with others," he is told by the doorman (say his name is Pete).

Einstein says that this is "no problem at all, and there is no need to make such a great fuss."

So Pete leads him to the dorm.

They enter and Albert is introduced to all of the present inhabitants. "See, Here is your first room mate. He has an IQ of
180!"

"Why that's wonderful!" Says Albert. "We can discuss mathematics!"

"And here is your second room mate. His IQ is 150!"

"Why that's wonderful!" Says Albert. "We can discuss Physics!"

"And here is your third room mate. His IQ is 100!"

"That Wonderful! We can discuss the latest plays at the theater!"

Just then another man moves out to capture Albert's hand and shake it.
"I'm your last room mate and I'm sorry, but my IQ is only 80."

Albert smiles back at him and says, "So, where to you think interest
rates are headed?"

(Reply to this)

Riemann's Hypothesis is no joke
[info]magicdragon2
2004-06-09 11:23 pm UTC (link)
Riemann's Hypothesis is no joke, though.

And a valid proof would be an extraordinarily important story.

Surely someone has an opinion?

(Reply to this)

Binary Joke
(Anonymous)
2004-06-09 11:24 pm UTC (link)
Well, you STARTED with a joke. The version I learned was:

"The are three kinds of people: the ones who understand Binary, and the ones who don't."

(Reply to this)

Clever Hypertext Poem about the Riemann Zeta Function
[info]magicdragon2
2004-06-09 11:36 pm UTC (link)
For a clever poem by my inspired Mathematics teacher at Caltech, Thomas Apostol, see a hypertext version at:

Poem about the Riemann Zeta Function

Without the hypertext (which you should really consult, to learn more):

Poem about the Riemann Zeta Function

Where are the zeros of zeta of s?
G.F.B. Riemann has made a good guess;
They're all on the critical line, saith he,
And their density's one over 2 p log t.

This statement of Riemann's has been like a trigger,
And many good men, with vim and with vigour,
Have attempted to find, with mathematical rigour,
What happens to zeta as mod t gets bigger.

The efforts of Landau and Bohr and Cramer,
Littlewood, Hardy and Titchmarsh are there,
In spite of their effort and skill and finesse,
In locating the zeros there's been little success.

In 1914 G.H. Hardy did find,
An infinite number do lay on the line,
His theorem, however, won't rule out the case,
There might be a zero at some other place.

Oh, where are the zeros of zeta of s?
We must know exactly, we cannot just guess.
In order to strengthen the prime number theorem,
The integral's contour must never go near 'em.

Let P be the function p minus Li,
The order of P is not known for x high,
If square root of x times log x we could show,
Then Riemann's conjecture would surely be so.

Related to this is another enigma,
Concerning the Lindelof function mu sigma.
Which measures the growth in the critical strip,
On the number of zeros it gives us a grip.

But nobody knows how this function behaves,
Convexity tells us it can have no waves,
Lindelof said that the shape of its graph,
Is constant when sigma is more than one-half.

There's a moral to draw from this sad tale of woe,
which every young genius among you should know:
If you tackle a problem and seem to get stuck,
Use R.M.T., and you'll have better luck.


Words by Tom Apostol (revised by Chris P. Hughes).

(Reply to this) (Thread)

W. H. Auden (Poet) on the mathematician
[info]magicdragon2
2006-03-04 05:51 am UTC (link)

How happy the lot of the mathematician.
He is judged solely by his peers,
and the standard is so high
that no colleague or rival
can ever win a reputation
he does not deserve.

-- W. H. Auden, (1907-1973),
The Dyer's Hand, London: Faber & Faber, 1948.
[arranged as verse
by Jonathan Vos Post for magicdragon2]

(Reply to this) (Parent)

More on the Riemann Hypothesis and Megabuck
[info]magicdragon2
2004-06-09 11:43 pm UTC (link)
A well-known Mathematician (and expert on the World Wide Web) who went to Caltech the same years as I wrote the interesting:
Papers on Zeros of the Riemann Zeta Function
by Andrew Odlyzko.

MathWorld is always a good place to start. In this case:
Riemann Hypothesis
Good article with several hotlinks to other related resources from MathWorld.

And, speaking of the $1,000,000 -- here's what
The Riemann Hypothesis is about, from the folks with the cash.
The Clay Institute describes the problem and the million dollar prize offered by them.

(Reply to this)

Riermann Hypothesis, Art, and the poet Wallace Stevens
[info]magicdragon2
2004-06-09 11:48 pm UTC (link)
I also recommend:

Mathematics Problem That Remains Elusive — And Beautiful
By Raymond Petersen
Washington Times
August 17th, 2003


At the end, Raymond Peterson, Professor of Biology at Howard University, who teaches a course in the History and Philosophy of Science, says (of the poet Wallace Stevens):

It is Stevens who seems to have the closest affinity with the kind of love of harmony and order sought by the great mathematicians, despite Hilbert's disparagement of the poetic imagination. It is easy to see a mathematician's passionate need to find proof for the Riemann hypothesis summarized metaphorically in the penultimate stanza of Stevens' great poem, "the Idea of Order at Key West."

Ramon Fernandez, tell me, if you know,
Why, when the singing ended and we turned
Towards the town, tell why the glassy lights,
The lights in the fishing boat at anchor there,
As the night descended, titling in the air,
Mastered the night and portioned out the sea,
Fixing emblazoned zones and fiery poles,
Arranging, deepening, enchanting night.


(Reply to this)

Math and Beauty
(Anonymous)
2004-06-09 11:55 pm UTC (link)
Beauty and Mathematics have always been linked. Some quotes:

"My work has always tried to unite the true with the beautiful and when I had to choose one or the other, I usually chose the beautiful."
-- Hermann Weyl [1885-1955]

"The world of ideas which it [mathematics] discloses or illuminates, the contemplation of divine beauty and order which it induces, the harmonious connexion of its parts, the infinite hierarchy and absolute evidence of the truths with which it is concerned, these, and such like, are the surest grounds of the title of mathematics to human regard, and would remain unimpeached and unimpaired were the plan of the universe unrolled like a map at our feet, and the mind of man qualified to take in the whole scheme of creation at a glance."
-- J.J. Sylvester Presidential Address to British Association, 1869.

"Guided only by their feeling for symmetry, simplicity, and generality, and an indefinable sense of the fitness of things, creative mathematicians now, as in the past, are inspired by the art of mathematics rather than by any prospect of ultimate usefulness." Eric Temple Bell [1883-1960] (and you might have mentioned that his Science Fiction was published under the pseudonym John Taine)

"When I'm working on a problem, I never think about beauty. I think only how to solve the problem. But when I have finished, if the solution is not beautiful, I know it is wrong."
-- Richard Buckminster Fuller

"As for everything else, so for a mathematical theory: beauty can be perceived but not explained."
-- Arthur Cayley [August 16, 1821 - January 26, 1895]

(Reply to this)

Tom Apostol on his Riemann poem and comments
[info]magicdragon2
2004-06-10 12:02 am UTC (link)
For your information, the foregoing poem (not the limerick or the Wallace Stevens) was written (and performed) by me on the occasion of the Number Theory Conference held at Caltech in June 1955.

My verses stimulated some unknown bard to post the following lines on the bulletin board at Cambridge University in 1973:

What Tom Apostol Didn't Know

Andre Weil has bettered old Riemann's fine guess,
By using a fancier zeta of s,
He proves that the zeros are where they should be,
Provided the characteristic is p.

There's a good moral to draw from this long tale of woe
That every young genius among you should know:
If you tackle a problem and seem to get stuck,
Just take it mod p and you'll have better luck.


In a telephone conversation with Tom Apostol in 1990, Saunders MacLane claimed to be the author of the two verses posted anonymously in Cambridge. MacLane has since added the following new verses:

What fraction of zeros on the line will be found
When mod t is kept below some given bound?
Does the fraction, whatever, stay bounded below
As the bound on mod t is permitted to grow?

The efforts of Selberg did finally banish
All fears that the fraction might possibly vanish.
It stays bounded below, which is just as it should,
But the bound he determined was not very good.

Norm Levinson managed to show, better yet,
At two-to-one odds it would be a good bet,
If over a zero you happen to trip
It would lie on the line and not just in the strip.

Levinson tried in a classical way,
Weil brought modular means into play,
Atiyah then left and Paul Cohen quit,
So now there's no proof at all that will fit.

But now we must study this matter anew,
Serre points out manifold things it makes true,
A medal might be the reward in this quest,
For Riemann's conjecture is surely the best.


MacLane may have written more verses that I don't know about.

Tom Apostol

(Reply to this)


[info]remotesensing
2004-06-10 03:55 am UTC (link)
.... and to think, back in 1991, when I was at Purdue, I thought this guy was a nut. ( He filled in for my normal professor for two lectures )

I won't venture an opinion on the validity of the proof itself--- but if there was a list of people capable of solving it, he'd be near the top. He did figure out the Bieberbach conjecture, after all.

(Reply to this) (Thread)

When Mathematicians go nuts...
[info]magicdragon2
2004-06-10 06:02 am UTC (link)
There is a problem and the complex conjugate of a problem:

(1) Mathematicians go nuts more than any kind of scientists, with insanity and suicide rates as high as in high-stress professions such as policeman and dentist;

(1*) Mathematicians can say "they said that Cantor was crazy, they said that Clifford was crazy, and look at the results? Cantor changed forever the way we look at infinity, and Clifford algebras are used in algebraic geometry and in Physics. Now they say that I'm crazy, eh?"

But indeed, Cantor wasn't firing on all cylinders at the end, when he'd give theorems without proof because "God told me it was true", and Clifford was institutionalized.

Every madman who claims to have squared the circle or built an antigravity machine, or traveled in time, has his/her own little mantra about "The said Columbus was crazy, they said Edison was crazy, they said Einstein was crazy... so I'm not surprise that they call me crazy..."

I've spoken with the Executive Assistants to the Math Department at Caltech. They claim to get a lot of letters with mad math meanderings, most concluding "I'm so smart, you should make me a professor..."

The proof of the pudding is in the eating. The proof of the proof is the community of Mathematics, and its analysis of this putative Riemann Hypothesis proof. Time will tell. I certainly can't. Any little piece of the proof that I look at seems reasonable enough. But a thousand little pieces make for a reasonable chance of error.

(Reply to this) (Parent)

Science Fiction About Crazy Mathematicians
[info]magicdragon2
2004-06-10 06:12 am UTC (link)
Mathematical Fiction:
Motif=Insanity

a list compiled by Alex Kasman (College of Charleston)

A Beautiful Mind (2001)
Sylvia Nasar / Akiva Goldman
Although the book A Beautiful Mind: A Biography of John Forbes Nash, Jr. is not fictional, Ron Howard's film (released December 2001) most certainly is. (I say this not as a complaint, but just to justify...
According to the Law (1996)

Solvej Balle
Four interconnected stories are told which wrap around onto themselves like a Mobius strip. But, it is not only the structure of the story that is mathematical. In the first we meet a biochemist who...

Antonia's Line (1995)
Marleen Gorris
About three or more generations of strong and self-sufficient women who live on a farm and the people around them. Antonia's granddaughter is a genius, namely a mathematician and a musician. But she...

The Arnold Proof (2002)
Jessica Francis Kane
This short story begins with a quote from Philip E.B. Jourdain's essay "The Nature of Mathematics". In the quote, he explains how in the process of carrying out a complicated computation, one may want...

Belonging to Karovsky (2002)
Kathryn Schwille
This short story, published in the literary magazine Crazyhorse concerns the boring and lonely Mr. Digby who was the downstairs neighbor of Karovsky, the brilliant (but of course, seriously insane) mathematician...

The Bird with the Broken Wing (1930)
Agatha Christie
The Harley Quin stories (this collection, plus two later stories) are amongst the most peculiar mysteries ever written. (They certainly are Dame Agatha's most peculiar. They were also her personal...

The Bishop Murder Case (1929)
S.S. van Dine (pseudonym of Willard Huntington Wright)
Our hero, Vance, says at the end of this mystery novel: "At the outset I was able to postulate a mathematician as the criminal agent. The difficulty of naming the murderer lay in the fact that nearly...

Brazzaville Beach (1990)
William Boyd
Main character is a women studying chimpanzees in Africa, but her ex-husband is a set theorist who goes mad because he fails to prove a theorem. One of my favourite authors, and one of his best...

Cryptology (2003)
Leonard Michaels
You know how The New Yorker likes to publish vaguely bizarre short stories that happen to take place in New York City? You know how lots of authors who want to show a character who is afraid of "real...

Drunkard's Walk (1960)
Frederik Pohl
A number theorist is suffering from frequent and inexplicable suicide attempts, the latest victim of a small epidemic among academia. In between lectures on Pascal's triangle and the binomial theorem...

Enigma (1995)
Robert Harris / Tom Stoppard
In this this espionage story set in England's Bletchley Park at the height of the Second World War, Tom Jericho is a clever mathematician at the famous code breaking facility who -- either despite or because...

The Fairy Chessmen (1951)
Henry Kuttner
A mathematician whose research involves a type of chess played with variable rules ("fairy chess") is the only one able to solve an "equation from the future" in which the constants are treated as variables...

The Ghost from the Grand Banks (1990)
Arthur C. Clarke
The topics change from the Titanic to a giant octopus but a central one is the Mandelbrot set. We are introduced to mathematician-cum-computer wizard Edith Craig who invents software to fix the Y2K...

Good Benito (1994)
Alan P. Lightman
This novel presents many instances in the life of mathematical physicist Bennett Lang, the "Benito" of the title. The different scenes, presented non-chronologically, cover most of his life from early...

Habitus (1998)
James Flint
There is no doubt that this novel is a work of mathematical fiction, but I'm not sure how to describe it. I think the best word for it may be "uneven". It does some great things, both presenting some...

[continued next post]

(Reply to this) (Thread)

Alfred North Whitehead: Mathematics = divine madness
[info]magicdragon2
2006-03-04 05:18 am UTC (link)

Let us grant that the pursuit of mathematics
is a divine madness of the human spirit,
a refuge from the goading urgency
of contingent happenings.

-- Alfred North Whitehead,
in N. Rose, Mathematical Maxims and Minims,
Raleigh NC:Rome Press Inc., 1988.

=====

Alfred North Whitehead
From Wikipedia, the free encyclopedia


Alfred North Whitehead, OM
(February 15, 1861 – December 30, 1947)
was a British mathematician who became a philosopher. He was born in Ramsgate, Kent, UK, and died in Cambridge, Massachusetts, USA. He wrote on algebra, logic, foundations of mathematics, philosophy of science, physics, metaphysics, and education. He is the coauthor, along with Bertrand Russell, of the epochal Principia Mathematica.

Contents [hide]
1 Life
2 See also
3 External links
4 Bibliography
4.1 Works by Whitehead
4.2 Works about Whitehead and his thought

(Reply to this) (Parent)

Science Fiction About Crazy Mathematicians, 2
[info]magicdragon2
2004-06-10 06:20 am UTC (link)
Hannah, Divided (2002)
Adele Griffin
The story of a 13 year old girl living in rural Pennsylvania in 1934, "Hannah" presents us with yet another fictional account of someone who is not only talented in mathematics but also psychologically...

The Hollow Man (1993)
Dan Simmons
A psychic mathematician is driven to the edge of insanity as his life partner approaches death. Apparently there are a lot of formulas and references to real mathematical theories and physical theories....

Incompleteness (2004)
Apostolos Doxiadis
A play by the author of Uncle Petros and Goldbach's Conjecture on the last, sad days in the life of Kurt Godel. After a "workshop production" in Athens, Greece (June 24-28, 2003) the show's official debut...
[magicdragon2 notes that Godel did indeed prove that time travel was possible, if the universe is rotating fat enough. This was when Godel had the office next to Einstin at Princeton's Institute for Advanced Study. Einstein agreed with Godel, in this case...]

Inflexible Logic (1940)
Russell Maloney
There is a famous example of probability which (in one of its many forms) states that six chimpanzees randomly typing at six typewriters would eventually reproduce all of the books in the British museum....

An Invisible Sign of My Own (2000)
Aimee Bender
Mona Gray is a second grade math teacher for whom math is not only a job, but a beloved friend, an obsession and a security blanket. In this first novel we learn about the events that have shaped her and her creative teaching methods.

Logicomix (2003)
Apostolos Doxiadis / Christos Papadimitriou
A graphic novel on the history of mathematical logic by the authors of Uncle Petros and Goldbach's Conjecture and Turing. In an interview (available online here) Papadimitriou says: It is really...

Morte di un matematico napoletano (1992)
Mario Martone (director)
"This movie describes the last day in [the] life of a famous Italian mathematician: Renato Caccioppoli. He was a fascinating and discussed person in Naples' political and cultural life. [A] member...

Nymphomation (2000)
Jeff Noon
A math professor's theory of "nymphomation" (described in the book as a way for numbers to mate) is used to develop a lottery game called "Domino Bones" that entirely takes over the city of Manchester,...

Pi (1998)
Darren Aronofsky (director)
A mathematician discovers a new relationship between chaos theory and the number Pi which makes him a target of a dangerous religious sect and a greedy investor. The references to mathematics and its...

Proof (2000)
David Auburn (playwright)
A drama about a "deranged", deceased mathematician and the daughter who had devoted her life to taking care of him. His former student and daughter find the proof of an important theorem among the mathematician's...

Uncle Georg's Attic (2002)
Ben Schumacher
This short story appeared in the September 2002 issue of "Math Horizons", published by the Mathematical Association of America. In it, some kids look through an attic containing lots of stuff belonging...

Uncle Petros and Goldbach's Conjecture (1992)
Apostolos Doxiadis
This novel, recently (2000) translated from Greek, follows the attempts of fictional mathematician Petros Papachristos to prove Goldbach's Conjecture (that every even number greater than two is the sum...

The Wild Numbers (2000)
Philibert Schogt
Most mathematicians dream of proving a terribly important result. In this novel, mathematician Isaac Swift thinks he has done just that: solved "Beauregard's Wild Number Problem". But is his proof...

(Reply to this) (Thread)

turn raving madmen into polite humans
[info]magicdragon2
2006-03-04 05:20 am UTC (link)

The numbers
are a catalyst
that can help
turn raving madmen
into polite humans.

-- Philip J. Davis,
in N. Rose (ed.) Mathematical Maxims and Minims,
Raleigh NC: Rome Press Inc., 1988.

(Reply to this) (Parent)

(Deleted post)
Re: The Boundaries of Insanity, by Susan Maree Jeavons
(Anonymous)
2004-07-04 04:50 am UTC (link)
So, can anyone tell me who posted my copyrighted article here without permission? Thank you

(Reply to this) (Parent)(Thread)

Re: The Boundaries of Insanity, by Susan Maree Jeavons - [info]magicdragon2, 2004-07-05 12:12 am UTC
Re: The Boundaries of Insanity, by Susan Maree Jeavons - (Anonymous), 2006-01-13 12:52 am UTC
Re: The Boundaries of Insanity, by Susan Maree Jeavons - [info]magicdragon2, 2006-01-13 02:01 am UTC

(60 comments) - (Post a new comment)

Page 1 of 2
<<[1] [2] >>

Create an Account
Forgot your login or password?
Login w/ OpenID
English • Español • Deutsch • Русский…