Thursday, August 31, 2006

The Small Differences

Friends often ask me for my experiences about living in the US. What I tell them is: it really is how you see it in the movies. When I walk around on campus, cheerleaders are jumping and shouting on the grass, people bleach their teeth until almost transparent, and there's about nothing you don't find as a drive thru, from diners over pharmacies, banks to churches.

Now that I am about to leave, I can further humor you by summarizing the biggest mistakes I made when I came here:
  1. Assuming the social security number is about social security.
  2. Believing someone who says This is not possible.
  3. Believing anything that is Guaranteed, 100% or No problem at all.
  4. Arguing with a border post. About the expiration date of my visa. (Resulting in an immediate expiration of said visa, and the sentence Congratulations, you have successfully left the United States.)
  5. Thinking the international system of units is indeed international.
  6. Thinking international is worldwide.
  7. Thinking the number to be dialed before the city code is 0. Then finding out, it is 1. Using the same recipe for the country code to Germany (+1149). Using this to call Germany, from a motel, after dialing 9 to get a free line. Shouting Yes, I DO! and hanging up when someone asks me (in English) whether I have a problem.
  8. Thinking a dinner invitation is, well, a dinner invitation.
  9. Finding it funny that some people paint sidewalks in red.
  10. Trying to explain function and use of a dowel without using the word. To three male employees in a hardware store.

Tuesday, August 29, 2006

A Scientific Bookstore in Frankfurt?

"Stefan, do you know any good bookstore here in Frankfurt where I can get some physics books?" That's a question I often hear from guests at our physics institute, or from postdocs who are trying to familiarise themselves with life in Frankfurt.

To my embarrassment, the only answer I can honestly give at the moment is that no, there aren't any such stores! There is in fact one large bookstore, Hugendubel, which belongs to a German chain, comparable maybe to Borders. But there, you will find just some recent popular science titles - only in German, of course - , and a small collection of standard textbooks for undergraduates, also in German. If you are looking for a more advanced textbook, or even some monograph, or for recent popular science titles in English, such as Lisa Randall's Warped Passages or Peter Woit's Not Even Wrong, you will be very disappointed! For a town such as Frankfurt, with quite a large a university and several research institutions, this is not really what you would expect!

There was, in fact, one bookstore in Frankfurt which was specialised in titles in the sciences, math, and engineering. Unfortunately, over the last years, it has suffered from the declining number of math and science students, and from the ever-growing competition of amazon. But the real problem of this wonderful store was, after the death of its founder, Harri Deutsch, the obvious, complete lack of interest of its new owners in its unique standing as a scientific bookstore. Long-term experienced booksellers were fired, shelves became more and more devoid of interesting volumes, or even remained completely empty, and the sad end of the story, two months ago, was insolvency.

I am quite sure that this end could have been avoided. On the other hand, I wonder if, maybe, time is up for specialised bookstores, and that in future, you just can hope that your local university bookstore (if there is one) or your local outlet of Hugendubel/Waterstone's/Borders/Phoenix/whatever has, by chance, a good assortment of scientific books.

What is your experience in this respect, for places other than Frankfurt? Do specialised stores survive, if big enough, as for example Offilib in Paris? Are there general bookstores with a nice selection of scientific books, such as Chaucer's in Santa Barbara, Dillons (now a Waterstone's) or Foyles in London, or Akademibokhandeln in Stockholm? Or has your local chain outlet a good assortment, such as the Borders in Westwood Village? As you can guess from the list, checking out local bookstores is a favourite of mine when travelling ;-)

Unfortunately, with respect to bookstores, Frankfurt can't compete with none of theses places. But when I said that there is no location at all where to look for scientific books, that was not quite true. There is in fact one tiny store, at the Science Campus Riedberg: It is the former subsidiary of Harri Deutsch, which has found a new and confident owner. It is still quite empty, but maybe, in the near future, it will be the place to go when you are looking for scientific books in Frankfurt!



So, Astrid and Dorothee, good luck with your new business!





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Saturday, August 26, 2006

The Squirrel Factor

Yesterday, I was at Starbucks and found I should try something new. Being faced with a frightening picture of Frappuccino Pomegranate however, I went for same-as-always. Just instead of picking the NY Times (headline about an exhibition of 9/11 dust) I took a copy of the Santa Barbara Daily Sound (headline: two killed in school shooting).

Here is what I learned from a commentary titled Harvard schmarvard by Leslie Dinaberg. Leslie, who apparently graduated at UCLA, comments on last week's Time Magazine cover story Who needs Harvard . (Which I read. But I found the conclusion that the students average IQ is not proportional to their parent's annual income, hardly remarkable.)

Anyway, Leslie writes:

"[...] There's more to a great college experience than sitting in a beautiful library. What about sitting in a library full of beautiful people? UCLA's close proximity to Hollywood and Southern California's year-round sunshine make for an exceptionally photogenic student body. Score one for UCLA.

Then there's our superior five squirrel rating. According to the



which uses the simple algorithm that the quality of an institution is directly related to the number of squirrels on its campus, the size, girth and health of UCLA's squirrel population is second only to the U.S. Naval Academy in Annapolis. [...]

Harvard ranks a lowly three on the squirrel-o-meter [...]"


Okay, I have not much to say about the conjectured duality between the number of squirrels and an university's quality, except maybe that I'd consequently recommend as part of an competitiveness initiative to teach the first semester students how to treat their squirrels nicely. Let me then rather say something about the beauty myth.



Not only shouldn't good looking be mistaken for beauty, but UCSB certainly beats UCLA in that matter. Just that you most likely won't find THE BEAUTIFUL PEOPLE sitting in the library. You'll find them surfing on the beach (boys), jogging up and down the beach (girls), or getting drunk in Isla Vista (mating ritual).

See also:


If you're looking for a bottomline, there is none. I'll go to the beach now an watch the beautiful people of Southern California.


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Friday, August 25, 2006

How are you today?

Feeling good, feeling terrific? I can change that! Just stare at this picture for some while:


(this pic is not animated)


Didn't work? Wow, you are tough. Okay, then try this

Thanks to Kerstin for sending the link and making my day.

Wednesday, August 23, 2006

Quark Gluon Plasma

In absence of quality thinking time, I will provide you with one of my favorite shortcuts to thinking: pictures. In this case, I found some particularly nice pictures in one of Stefan's talks. They depict very nicely the difference between common hadronic matter and the quark gluon plasma.

The possibility to produce a state of matter as hot and dense as it was in the first moments of the universe is one of the primary goals for Heavy Ion collisions. For this purpose, heavy nuclei like those of lead and gold, are collided with highest energies and form an intermediate hot and dense state, the so-called fireball. The Relativistic Heavy Ion Collider (RHIC) at Brookhaven National Laboratory (BNL) performs such experiments, with which we hope re-create conditions similar to those in the very early universe.

The top energy for the collision of gold nuclei at RHIC is about 200 GeV per nucleon. Such a gold nucleus consists of 197 nucleons (79 protons and 118 neutrons), which adds up to 40 TeV: that is roughly the energy of a mass of 10 milligram (a grain of coarse salt) falling from a height of 2.5 cm (or 1 inch), its macroscopic!

In a head-on, central collision with such an energy, some 1000 particles are produced. The tracks of the charged particles are measured in the large detectors, and they typically look like this:



(picture credits go to Jens Berger, from the STAR team)


Naive as I am, I always thought there are ten-thousands of nuclei in such a collision, but actually the number is roughly 70.

Matter in the particle beam before the collision is present in its usual form of nuclei, which consists of neutrons and protons. In this state, the quarks are confined to these color-neutral bound states, which are called hadrons. This usual matter, which consists of protons and neutrons, is called hadronic matter. The fireball created in the collisions is so hot and dense, that it is expected to allow the quarks to move almost freely, thus removing the confinement into hadrons. This state, then is called the quark gluon plasma. The pictures below show both possibilities.

This is hadronic matter:


where the grey bubbles indicate the color-neutral hadrons, inside which you see the valence quarks (large) and further virtual colored particles - so called sea quarks, and gluons. The arrows indicate the isospin of the quarks. The protons and neutrons consist of up and down quarks, with isospin +1/2 (up quark), and isospin -1/2 (down quark), respectively.

This, in contrast is the quark gluon plasma:

Here the colored constituents are able to move freely within the blob of heated, deconfined matter. The initial temperature of the fireball which creates such extreme conditions is some hundred MeV. My unit converter says that is about 1013 Kelvin, a pretty hot soup.

The challenge for the theoretical physicists is now to come up with observables, which allow to distinguish in which form the matter was present in the fireball. After all, in the dectors, nobody has ever found an isolated quark, its always hadrons.

At RHIC, it is now quite sure that matter is not hadronic any more in the collision. But what it is instead, that is still not completely clear. At the moment, the state of matter created is dubbed a quark gluon liquid, which is a a liquid of strongly interacting quarks and gluons rather than a gas of weakly interacting quarks and gluons. If someone has a picture for that, I'd really like to see it.



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Sunday, August 20, 2006

The Bumpy White String

Yesterday I bought new running shoes. Herewith I present the first confirmed application of string theory: the bumpy white string.


These shoestrings are absolutely ingenious. Not only do the ties hold better, they also don't slide through the holes and change the binding while running. If you are into mountain climbing, you might find them really useful.


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Friday, August 18, 2006

More Trouble with Physics

Lee Smolin has put up a website about his new book:

Also, later today there is an interview on Science Friday about the pros and con of string theory, with physicists Lee Smolin and Brian Greene. You can call in with your questions and comments at 1-800-989-8255 (3-4 Eastern).

So... have your cellphone ready...





Note added Aug. 20st: See also the discussion of the interview at Lubos' blog.


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Tuesday, August 15, 2006

NASA Announces Dark Matter Discovery

NASA Announces Dark Matter Discovery

Astronomers who used NASA's Chandra X-ray Observatory will host a media teleconference at 1 p.m. EDT Monday, Aug. 21, to announce how dark and normal matter have been forced apart in an extraordinarily energetic collision.

Shortly before the start of the briefing, images and graphics about the research will be posted at:

http://chandra.harvard.edu/photo/2006/1e0657/

Briefing participants:

  • Maxim Markevitch, astrophysicist, Harvard-Smithsonian Center for Astrophysics, Cambridge, Mass.
  • Doug Clowe, postdoctoral fellow, University of Arizona, Tucson, Ariz.
  • Sean Carroll, assistant professor of physics, University of Chicago, Ill.

A video file about the discovery will air on NASA TV at noon, Aug. 21. Audio of the event will be streamed live on the Web at:

http://www.nasa.gov/newsaudio


Note added Aug. 16th: See also the discussion at Lubos' blog.


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Sunday, August 13, 2006

The only Way to do Physics


The Aug. 2006 issue of Physics Today has a feature article Stories from the early days of quantum mechanics, a transcribed colloquium given by Isidor Isaac Rabi in 1979. To remind you, Rabi was the guy who said Who ordered that? upon the discovery of the muon.




In the discussion, he was asked to elaborate further on the circumstances of his work in Hamburg:

Rabi: "We showed the Germans something that we called the Amerikanische Arbeitsmethode, the American way of working. Usually the laboratory was opened strictly at 7am and then closed at 7pm -- it was all so very un-American. We would come at 10am, and then, around 11 o'clock, the wives would come and make toast, crumpets, and so on while we went on doing our physics experiments. And we finished in very good time. It really worked. Also we were very happy while doing it. We'd have requests from the top floor of the building, Would you please sing more quietly? So it wasn't a time when you gritted your teeth and did an experiment. It was a joy all the time. That's the only way to do physics, I think."


Hey, those were the days!



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Friday, August 11, 2006

Interna

I haven't had much time this week to write. When I am not busy with organizing my upcoming move to Canada, I am arguing with myself. I still haven't figured out what a particle is, and I still don't like the collapse of the wave-function.

As you might have noticed, I changed the template for the blog, trying to get more WIDTH for the text. I also kicked out our temporary contributor Mirko, who disappointingly never wrote anything. I turned on word-verification, because we had a lot of spam-comments lately, and I am getting tired of deleting them.

Here, in Santa Barbara, the Strings '06 programme at KITP has begun. From Aug. 28th to Sep. 1st, UCSB will host this year's conference on String Phenomenology, which I plan to attend, before I move to Waterloo.

Last week, I got my work permit for Canada, and I can't recall I have ever been in an office which worked such efficiently! In contrast to my applications for US-visa, I was treated like a human being there. No fingerprints were taken, no photos. No interrogation about my past, present, and future. No request for the so-called ties to the home country, for which I used to bring letters from friends (someone told me bank statements from my German account would do, but I don't think these bank statements make convincing reason to go back there). As it turned out, I don't even need to apply for a visa. The permit was issued in a total of 5 hours.

I have a one-way ticket to Toronto, my office and my apartment are a mess of things whose purpose I can't recall and which I have to stuff into boxes. Today, I spent several hours arguing with computer voices on service-free toll-hotlines, and almost managed to have my gas shut off on Aug. 1st.

Besides this, I have nothing intelligent to say, except: have a nice weekend. Now I go back to arguing with myself.



Sunday, August 06, 2006

A Physical Tourist in Berlin

On Thursday, I had an appointment in Berlin. There is quite a convenient train connection from Frankfurt to the capital, with a the trip of about four hours for one way. I was expected at the Spreepalais next to the Dom at 3 pm, so I had more than three hours left when I arrived at the new, huge Berlin Hauptbahnhof. It was a very nice, sunny day, and I decided, besides preparing a bit for the meeting, to walk around in Berlin Mitte as a physical tourist.

The big physics institutes of today's Berlin are not located anymore in the city center - the institute of the Technical University is in Charlottenburg, that of the Free University in Dahlem in the south-west, and the institute of the Humboldt University, the old Berlin University, has moved outwards to Adlershof in the south-east. But Berlin Mitte accommodates several locations of historical importance for physics.

For example, it is the location of one of the first dedicated physics institutes in Germany. Remarkably, this institute did not belong to the Berlin University, but was privately owned by Gustav Magnus, who was the professor of physics at the University from 1845 to 1870. He may be known today mainly for the Magnus effect, which is relevant for all kinds of sports with balls. But besides doing research in chemistry and physics, he was also teacher of well-known physicists of the 19th century, for example of Clausius and Helmholtz. He offered practical laboratory work for his students in his house, and organized a weekly meeting which was to become the Berlin Physics Colloquium. His institute today is known as Magnus-Haus, and it is used by the German Physical Society.



There is a plate on the building to the memory of Magnus and his students and collaborators:



The lower plate states that theatre director and actor Max Reinhardt lived in the Magnus-Haus from 1911-1921, but it does not mention that it was also the home of Joseph-Louis Lagrange in the 1770s, when Lagrange was Director of Mathematics at the Berlin Academy of Sciences.

The address of the Magnus-Haus, Am Kupfergraben, may be better known today as the address of German chancellor Angela Merkel, a physicist who obtained her Ph.D. in quantum chemistry. It seems that she prefers an apartment in the charming yellow building at the right on the upper photo to one in the pharaonic Bundeskanzleramt. Besides the building, the neighborhood is much nicer also: Am Kupfergraben is just opposite of the Museumsinsel,



which is home to several museums of arts and antiques, among them the famous Pergamon-Museum:



The backyard of the Magnus-Haus nearly touches the backyard of the main building of the Humboldt University, the old Berlin University founded in 1810, and named today after the Humboldt brothers: Alexander, the scientist, and Wilhelm, the grand reformer of higher education in Prussia. The front of the University building goes to Unter den Linden, the main boulevard of Berlin between the Dom in the east and the Brandenburg Gate in the west. The courtyard of the University is observed by a grumpy looking Helmholtz:



I was about to turn back towards the direction of the Dom and to my meeting, when I spotted another bronze plate at the west wing of the University building.



It says that Max Planck was working here a the time when he discovered the law of black-body radiation and the quantum of action:



PS: The title of this post is shamelessly stolen form a regular piece in the journal Physics in Perspective, The Physical Tourist at Someplace. Berlin is the subject of the article in the December 1999 issue, from where I have obtained most information used here. The author of that piece, a science historian at the Max Planck Institute for the History of Science in Berlin, has also written a very interesting book about places connected to Einstein's life in Berlin - unfortunately, there is only a German edition so far.




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Wednesday, August 02, 2006

Lee Smolin's Trouble with Physics

Last night I had a nightmare! Bigfoot knocked at my door and wanted to talk to me about the existence of the string theory landscape. Still on east-coast time, I wiped off the sweat from my forehead but couldn't fall asleep again. I switched on my laptop, and decided its time to post the review on Lee Smolin's new book.

Last week I surprisingly received an email from his publisher who apparently doesn't mind me posting a review on my blog before the book is officially published. It seems the publisher's strategy is that every publicity is good publicity. Given the comments I had on his book, I can't say Lee looked very happy when I told him I'd write the review. So I thought it would be a nice gesture to let him add some comments.

Anyway, since most of you haven't yet had a chance to read the book, I don't see any point in picking at details which I didn't like (there were plenty). So instead, this is more of a general summary of the book's content.

However, I want to point out that I did not read the final version and that some sections might have changed in the last revisions.


The Trouble With Physics

The Rise of String Theory,
The Fall of a Science,
And What Comes Next



Lee's book analyzes the present stagnation that we experience in theoretical physics with the intention to understand its cause, and he proposes a strategy to ameliorate the situation. For this purpose, the presently most pressing problem in the US in investigated, that is the dominance of research by string theory, or better, the string community.

Even though the string community's lack of self-criticism is the obvious center of concern, the aim of the book goes far beyond confronting string theorists with the problems of the 'real world out there'. Building up on his examination of the current situation, Lee argues that the way scientific programs and researchers are supported today is inefficient under the present circumstances.

After some philosophical detours about the ethic of science, he eventually concludes with concrete proposals.

    (From the introduction:)
    "Why is physics suddenly in trouble? And what can we do about it? These are the central questions of my book."

The book is divided in four parts

Part I: The Unfinished Revolution
Part II: A Brief History of String Theory
Part III: Beyond String Theory
Part IV: Learning From Experience

The first part introduces the reader into the big five problems:

1. The problem of quantum gravity

2. The foundational problems of quantum mechanics

3. The unification of the particles and forces

4. The values of the free constants in the standard model

5. Dark matter and dark energy.


The following chapters then examine how historically great problems have been solved, what challenges have been met, and what detours have been made on this way.

The scientific level is easily accessible for anyone with an interest in the subject. It is a fascinating history from Kepler's laws over Maxwell's unification of electricity and magnetism, via Einstein, Kaluza and Klein's idea of extra dimensions to the quark model, Yang-Mills theories, and towards the Standard Model. Two chapters are about the so-far unsuccessful searches for further unification (grand unification, technicolor, preons, supersymmetry...), and one further chapter is dedicated to the problem of quantum gravity and background independence.

These chapters also provide the reader with a basis for the following parts and make the book fairly self-contained, though it is not recommendable as an introduction into the Standard Model or General Relativity on its own.

The second part briefly summarizes the ideas behind string theory, the problems that come along with it, what has been done to accommodate the problems, and what further problems followed.

By reading this history of string theory, it became clear to me why so many physicists were drawn towards string theory and its promises. It is a story full of surprising insights, successes and drawbacks.

But most of all, it is an unfinished story.

This part of the book is a very carefully written investigation of the achievements of string theory, and its failure to explain nature. It is a sometimes funny, sometimes sad description of the search for answers to the big five problems, whose pursuers lost their goal out of sight.

Subsequent chapters are dedicated to the first and second string theory revolution, and to recent developments in AdS/CFT, brane world scenarios, KKLT, the landscape and the unavoidable anthropic principle. The part ends by evaluating the insights string theory has allowed us into the big five problems from part one.

The third part of the book then leads the reader through alternative research strategies to approach the big five. It introduces very recent developments like deformed Special Relativity, theories with a varying speed of light, modified Newtonian dynamics. And Lee wouldn't be Lee if there wasn't a chapter about Loop Gravity. He briefly mentions non-commutative geometries, causal dynamical triangulation, as well as twister theory:

    "Plainly, there are different approaches to the five fundamental problems in physics".

It is exactly the part that I found missing in Peter Woit's book. Even though I could not avoid having the impression that the evaluation of promises and drawbacks in this part is less careful than in the previous part about string theory, it is an exciting journey! Unfortunately, it somewhat fuzzes out towards the end where Lee argues that "we have to find a way to unfreeze time".

Though Lee told me that this part of his book is considerably improved in the final version, it still seems to me that these chapters are the optimist's antidote to the depressing conclusions from the previous part. As such they fulfill their purpose very well for the layman, who wants to get a glimpse on the variety of approaches by which we try to reveal nature's secrets. Those working in theoretical physics however, will be left with the desire for more details, and I hope that Lee's book succeeds in sparking a vivid discussion, as well as a critical evaluation, of string theory and the mentioned alternatives.

The fourth - and in my opinion most important - part then analyzes why and how science works best, what sociological problems we face, and under which circumstances research flourishes best. It addresses the problem of groupthink in the string community, the disastrous low-risk-attitude of current funding, and the inefficiency in hiring decisions when it comes to preserving diversity. Lee points out that many of today's research strategies might have been appropriate some decades ago, but do now hinder progress. Political pressure on young as well as senior scientists has grown to become a reason for concern. He concludes in a summarizing chapter What can we do for science with a plea for open-mindedness and "intellectual freedom".


Lee tells a story of a frustrating time, of waiting, but also a story of hope. It's a story told by someone who knows what he is talking about, someone who has a vision, and who doesn't get tired repeating and fighting. Fighting for science to stay scientific.

It's a book that speaks of Lee's dedication for his work.

And I guess it wasn't an easy book to write, given the necessity to criticize what many of his colleagues and friends work on, and what he has worked on himself.

    (From the intro)
    "I can only insist that I am writing this book not to attack string theory..."

There is no doubt that a big part of the book is a criticism of string theory. However, regarding the current situation, this was probably unavoidable. The last part of the book makes clear that its a constructive criticisms, and it sets a starting point for a scientific discussion about the future of theoretical physics.

It is a book written by someone who is deeply concerned about the future of theoretical physics. It is also a book by someone who clearly sees the mistakes made, even though the presentation is not always that clear. The book lacks structure in the 3rd and 4th part, and it requires a certain amount of patience to follow through some of the excursions. But many anecdotes and analogies make the book an entertaining read, and for a popular science book it is indeed very nicely written.

I am afraid this book will make many people who work on string theory and supersymmetry very very unhappy. But it will certainly influence those who currently consider going into theoretical physics. Maybe most important, it will encourage those who are frightened by the prospect to either give up their dreams, or to end up unemployed.


Aside:
I absolutely don't like the cover. The color choice is awful and the motive makes me wish I could knot up the strings to loops, such that whoever still wears shoes like this realizes his bad taste in clothing.

I can't tell you anything about the figures, except that there are some. In my version, the figures typically look like this: [[Figure 2: Query author, which picture is to be used?]]



Summary:

Some years ago I was traveling through South Africa. In one of the first guest houses where I stayed, the lady of the house asked me whether I had seen Bigfoot. She spoke a very strange accent, so it took me some while to figure out she was actually asking whether I had seen the 'big five': lion, elephant, buffalo, leopard, and rhinoceros.

We are scientists. We should not loose the big five out of sight because we are searching for big foot's footprints in the landscape.


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Notes added:

Update Sep. 19th 2007: The Trouble With Physics: Aftermath


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Lee's comments

Lee kindly agreed to answer some of my questions about his upcoming book The Trouble With Physics, which will be published on Sep. 19th.

Did the book cause you sleepless nights?

Lee: "Yes, I don’t like disagreement and controversy, and I am not psychologically very good at confrontation. The idea that there were people who would disagree with the conclusions I was coming to, who are friends, or people I respect or, in some cases, life long role models, caused me a lot of anxiety and some sleepless nights."

What is the intention of the book?

Lee: "The book has more than one intention, some specifically related to the problems of quantum gravity and unification, others about what science is and how it works.

In its first conceptions, this was to be a book focused on the relationship between democracy and science and the role of disagreement, diversity of viewpoint and controversy in the process of science. I was very interested in a claim of the philosopher Feyerabend that the progress of science is fastest when the scientific community contains within it the largest diversity of views that the data allows. So first I wrote an essay on science and democracy that I proposed to turn into a book. The response was not very good. I was persuaded that an abstract argument would not be very convincing to anyone and it would be better to build the book around the story of a concrete case in science. Someone suggested that string theory would make a good case study to build my argument around. It took some time for me to convince myself to do that, as it would have been easier in some ways to write about a subject I hadn’t worked in.

In the end, I decided to write about string theory because I had just gone through a long and difficult process of choosing which direction to work on, and it had required me to think through in detail all the evidence for and against the different approaches. As someone who has worked on most of the major approaches to quantum gravity I do this from time to time. The last time I had done such an evaluation I had decided to switch from LQG back to string theory, now the result took me from string theory to DSR.

But the main theme remains broad issues of how science works and how it could be made to work better."

What do you think is the part the sociology of science takes in that story?

Lee: "Here is a metaphor due to Eric Weinstein that I would have put in the book had I heard it before. Let us take a different twist on the landscape of theories and consider the landscape of possible ideas about post standard model or quantum gravity physics that have been proposed. Height is proportional to the number of things the theory gets right. Since we don’t have a convincing case for the right theory yet, that is a high peak somewhere off in the distance. The existing approaches are hills of various heights that may or may not be connected, across some ridges and high valleys to the real peak. We assume the landscape is covered by fog so we can’t see where the real peak is, we can only feel around and detect slopes and local maxima.

Now to a rough approximation, there are two kinds of scientists-hill climbers and valley crossers. Hill climbers are great technically and will always advance an approach incrementally. They are what you want once an approach has been defined, i.e. a hill has been discovered, and they will always go uphill and find the nearest local maximum. Valley crossers are perhaps not so good at those skills, but they have great intuition, a lot of serendipity, the ability to find hidden assumptions and look at familiar topics new ways, and so are able to wander around in the valleys, or cross exposed ridges, to find new hills and mountains.

I used craftspeople vrs seers for this distinction, Kuhn referred to normal science vrs revolutionary science, but the idea was the same.

With the scene set, here is my critique. First, to progress, science needs a mix of hill climbers and valley crossers. The balance needed at any one time depends on the problem. The more foundational and risky a problem is the more the balance needs to be shifted towards valley crossers. If the landscape is too rugged, with too many local maximum, and there are too many hill climbers vrs valley crossers, you will end up with a lot of hill climbers camped out on the tops of hills, each group defending their hills, with not enough valley crossers to cross those perilous ridges and swampy valleys to find the real mountain.

This is what I believe is the situation we are in. And-- and this is the point of Part IV -- we are in it, because science has become professionalized in a way that takes the characteristics of a good hill climber as representative of what is a good, or promising scientist. The valley crossers we need have been excluded, or pushed to the margins where they are not supported or paid much attention to.

My claim is then 1) we need to shift the balance to include more valley crossers, and 2) this is easy to do, if we want to do it, because there also there are criteria that can allow us to pick out who is worthy of support. They are just different criteria. For more on this, read Part IV or my Physics Today essay."

Whom is the book addressed to?

Lee: "Simultaneously to laypeople who follow and care about science and to fellow scientists, as well as philosophers and historians of science. The book is not a popularization, it is a serious examination of ideas. Yet a lot of work went into writing it so members of the public could read it easily. I imagined my reader as someone who has read a lot of books already about contemporary theoretical physics, and wants to know how things actually stand with the beautiful ideas they learned about. I wanted this book then to be an honest accounting, a kind of antidote to all the promises we had made to the public to solve the deep problems of physics.

But at the same time I wanted to address fellow scientists. I take the advice of John Brockman who told me when I was writing my first book to write for colleagues, but without technicalities, so that the public can look on as we experts raise with each other the questions we cannot answer in our technical work."

If you were a PhD student now, what would you do?

Lee: "For someone starting now the open problems are a great opportunity, and the right person will seize it. Assuming that I had an ambition to solve the big problems, I would first learn the very basics, and study quantum mechanics, general relativity and field theory, all from the original papers, to get a sense of not just the physics, but how the inventors thought about them. Then I would learn all I could of the theories studied the last decades, and try to extract lessons from their partial successes and failures. Then I would stop reading and decide that some particular problem was my personal responsibility. I would then concentrate on that problem, day in and day out, till I had invented an original solution to it."


Well, I hope you'd find a way to pay your rent while doing so.


Lee: "What I have observed after many years-with some exceptions-is that the scientists who succeed professionally are not always the ones who do what is trendy or what opinion says at the time is what you must do to have a career. The problem with following trends is that lots of people try to do that and the result is that they all reduce their chances. There are fewer places for people who ignore fashion and follow their own ideas, but there are also fewer people who have the courage to follow their own ideas and the imagination to have good ideas. Life is not fair, but very roughly these things seem to even out, so that the best advice career wise seems to be to figure out what you love doing and what you are good at (which is often the same thing) and just do that. Whatever you do the invariants are that you have to work hard to get good results and you have to work also at communicating your results."

What where the reactions on your book so far?

Lee: "I have heard a lot of positive feedback from people who have read the book. I am very glad to hear from many readers that the book is balanced and that, for example, it gives the reader the sense of excitement many of us had during the two string theory revolutions. Someone even wrote that my treatment of string theory is “loving” and I was glad as indeed that is how I feel.

I have heard a few angry comments from people who read only the advertising copy. While I agree that some of the ad copy was too provocative, and did ask to have it toned down, this was still disappointing. I hope they will read the book and be as fair to it as I have aimed to be with those with whom I disagree. The book is an argument, it invites an argument back in return.

The major negative comment I heard from readers of drafts was that I was not as critical about loop quantum gravity, DSR and others as I am on string theory. I did try to remedy that in the final version. Of course, there is no reason to hide the fact that I strongly believe in a background independent approach, even if I doubt that LQG in its present form is more than a model of a background independent theory we can learn from.

I am sure I will hear many negative comments, but I hope that they come from people who take the time to read the book and consider the detailed arguments it makes. I hope there is not much more speculations of motives and personal attacks as we see from a few people who, without having seen it, believe they know what is in it and why I wrote it."
Last words?

Lee: "I have said what I wanted to say, now I want to listen, especially to those who will disagree with it. I see the book as the start of a conversation, and it is my turn now to listen. "

Saturday, July 29, 2006

Surprise, and Pride

Earlier this week, when I had a cursory look at my mailbox at the institute, I was a bit surprised: Usually, it contains only boring information leaflets or updates of phone lists, but this time, there was a big white envelope waiting to be picked up. I was even more surprised when I recognized the sender: Peter Hoyng, a researcher at SRON, the Netherlands Institute for Space Research. I had completely forgotten about him, and for sure, I had not expected that he would, indeed, send me what was in the envelope: a copy of his book, Relativistic Astrophysics and Cosmology - A Primer.



The story had begun in November 2004, when I got an email form someone I had never heard before working at a Dutch research institute I had never heard before. Peter Hoyng told me that he was preparing a textbook on astrophysics and cosmology, condensing into a book the course he has been teaching at the University of Utrecht since several years. He was looking for an illustration of a heavy ion collision that he would like to use in the part on the early universe where the transition from the primordial quark gluon plasma to a hadron gas is discussed. By chance, he had found a snapshot from a simulation of a lead-lead collision at the CERN-SPS in an online talk I had prepared for my PhD advisor a year before. Now, he was interested in a more detailed explanation of the figure, and asked for the permission to use it in his book.

Of course, I was extremely pleased by this request. I provided him with the explanation and a colour version of the figure file, and asked him to tell me when the book will be in print. The next time I heard from him was half a year later, last July, when he contacted me again. He told me about delays in the publishing procedure because of a change of the publisher, and asked me for a black-and-white version of the figure, following the request of the new publisher. I was happy to help him, and completely forgot the whole story - until this week, when I found his book, together with a short note, in my mailbox.

Obviously, there was one more change of the publishing house, since now, colour is used again for the illustrations. The book is very neatly produced, as a part of the Astronomy and Astrophysics Library at Springer. It starts with a motivation for the need of general relativity in astrophysics, introduces the geometry of Riemann spaces and general relativity, and goes on with the Schwarzschild metric, compact stars, and black holes. Two chapters discuss gravitational waves and Fermi-Walker transport (including a discussion of Gravity Probe B). The remaining chapters are devoted to cosmology: the Robertson-Walker metric, the evolution of the universe, observations, the early universe, and inflation. You can download the detailed table of contents on the publishers website of the title.

So far I have only had a cursory look a the book, so this is not a review. But from what I have seen, it looks very interesting and worth reading. I especially appreciate the discussion of interferometric gravitational wave detectors, and Gravity Probe B. Moreover, I am happy to see the onion-like diagrams of light paths in the expanding universe, which you may know from Ned Wrights web site. I have seen these types of diagrams for the first time in a paper by Ellis and Rothman in the American Journal of Physics. I found them extremely useful to develop some kind of visual understanding of the expanding universe, and I wonder how any textbook about cosmology can be without them.

All this, of course, was not the first thing I looked up in the book. I searched the index for quark-gluon plasma, and on page 241, I found my illustration:



It shows a snapshot from a simulation of a collision of two lead nuclei immediately after an off-center impact with an energy of 17.4 GeV per nucleon pair (corresponding to the CERN-SPS), as calculated with the code I have used in my thesis. Unaffected so-called spectator nucleons are white, while deconfined quarks and antiquarks are represented as coloured spheres. There are no gluons in this model - the effect of glue is all subsumed in a linear, confining potential, which is used to describe the interaction between quarks. It comes out of this simple model is that quarks quickly team up in colour-neutral quark-antiquark or three-quark configurations, which are mapped to mesons and baryons, respectively. For better visibility, the figure is stretched in the beam direction by the gamma factor to undo the Lorentz contraction of the colliding nuclei. The gamma factor at this collision energy is of order 10, and the spatial configuration of the collding system in the centre-of-momentum frame is already quite pancake-like...

I guess I will have to write in much more detail about my simulations of the quark-gluon plasma, and this exciting topic in general. I will do so some time... But for now, I am just proud to see this figure of mine reproduced in a textbook.


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Thursday, July 27, 2006

Logical Song


      "When I was young,
      It seemed that life was so wonderful,
      A miracle, oh it was beautiful, magical.

      And all the birds in the trees,
      Well they'd be singing so happily,
      Joyfully, playfully watching me.

      But then they send me away
      To teach me how to be sensible,
      Logical, responsible, practical.

      And they showed me a world
      Where I could be so dependable,
      Clinical, intellectual, cynical.

      There are times
      When all the world's asleep,
      The questions run too deep
      For such a simple man.

      Won't you please,
      Please tell me what we've learned
      I know it sounds absurd
      But please tell me who I am."

Friday, July 21, 2006

Thoughts on the Anthropic Principle

It is part of the human nature that we try to make sense out of what happens. This is the reason why science and religion are central elements of our life. It's the reason why children ask Why does cheese have holes in it?, and it is also the reason why I studied physics. What I was taught in high school was basically a collection of equations to be applied. And where was the sense in that?

On my top ten list there is the question whether the parameters of the standard model (SM) can be derived from within a yet-to-be-found theory of everything (TOE). And if so, how. Can we make sense out of this collection of numbers? Lately, this question has been dominated by a topic I still can't make any sense out of: the Anthropic Principle (AP).

In this post I want to share some of my thoughts on the AP, and its sense or non-sense. You might also want to read my earlier post The Principle of Finite Imagination (alias: The Liver Post).

I want to state at the beginning that I don't want to discuss whether life on earth is 'intelligent' or 'civilized', so you might want to replace 'life' with 'intelligent life' or 'civilization' if you feel like it.

Below you find my thoughts on the following four statements that I have encountered:

  • A: The conditions we observe in our universe are such that they allow the existence of life. (Or, equivalently: If the conditions were such that they didn't allow the existence of life, we wouldn't be here to observe them.)
  • B: If we assume that the conditions are according to some random distribution function then we live in a typical sample, and we are typical for the universe we life in.
  • C: The conditions we observe in our universe are optimal for the existence of life.
  • D: The conditions we observe in our universe are optimal in some other sense.




A

Is usually called the weak Anthropic Principle (AP). It's scientific content has been debated over and over again, see e.g. Lee Smolin's paper and the following argument with Leonard Susskind. The AP is not a theory, and I honestly have no idea what the scientific status of 'principle' is supposed to be. I think the main issue for the physicist is whether or not the AP allows to make predictions, and whether it is scientifically useful. Or at least this should be the main issue for us.


Without any doubt, A is a true statement. That means not only it can't be falsified: it can't be false. But this does not mean it can't also be useful. It's a device one can use to draw conclusions. And indeed, one can use it to derive constraints on observables. However, this is no more a scientific theory than the use of mathematically true statements.

E.g. consider you compute a prediction for the lifetime of muons at relativistic speed with Lorentz-transformations and use cosh2 - sinh2 = 1. If your prediction is correct, you'd not claim that this is due to the use of a trigonometric identity. Instead, the agreement of your computation with the observed value it a confirmation that Special Relativity is a successful description of reality.

Likewise with Weinberg's bound on the cosmological constant. In a nutshell the argument is: when the cosmological constant was larger than some value, then galaxies would not have formed and we would not be here. Deriving this bound thereby using A, and finding it fulfilled by the observed value is a confirmation of having properly used a sensible theory for gravity and an appropriate model for density fluctuations. If the derived bound would have turned out not to be fulfilled, we'd not have concluded that A is wrong. Instead, we'd have concluded there is something wrong with our understanding of structure formation.

So, A can be used in the context of a theory or a model to make predictions, just that any conclusions drawn from this are not about A, but about the theory or the model.



B

Is also called the Principle of Mediocrity. For me, one of two crucial question here is the distribution of the parameters. This has to be given (preferably motivated, maybe just postulated) through some kind of a model. From this, one can then find out the most probable configurations. Since we are typical, we belong to one of these. If the parameters in this configuration do agree with our observations we could conclude that the distribution of the random parameters was in accordance with the expectation B that we live in a typical universe.

However, the randomness of the distribution always leaves a sneaky way out. If we measure some parameters, then the distribution of parameters as evaluated from the model will agree with some probability. How small do we allow this probability to be still acceptable, i.e. typical? Or, how natural is natural? Let's say we set this acceptable probability to a value X. Then, we'd have to discard the model leading to the distribution when the observed values would have a smaller probability.


One can do this. This is basically a search for random distributions that have maxima not at the observed values, but sufficiently close around them to be in accordance to our acceptance limit X.

A second huge problem of this approach which I see is obviously what it means for the universe that we are 'typical'. What of our universe has to be typical, and at which stage of the evolution does it have to be typical? I have no idea how the notion of being typical could be put on solid feet.

So, in my eyes B is the construction of models within which the observed parameters of the SM have a certain probability. The higher this probability, the better the model. (Hopefully, the model itself has less free parameters than the SM itself). The central statement of being typical is very ill defined and vague.

Approaches to describe nature like this were essentially the reason why I left Heavy Ion Physics (replace 'acceptable probability' with 'errorbars').



C

Is a more sophisticated version of B, where being typical is replaced with being optimal. It suffers from the same problem of dealing with a very vague quantity, that is the 'optimalness for the existence of life'.

To underlay this with a physical approach, what we really want is some function of these parameters that we aim to predict -- a function which is optimal for the actually observed values. For the case C, this function would have to be

Optimalness-for-Life(Parameters of the SM)

Applying a variational principle to this 'function' seems to be hopeless, but what one can do instead is tuning the variables (parameters of SM) up and down to see whether the optimalness decreases. I.e. the poor man's way to determining a minimum. This is essentially what has been done in a huge amount of examples, and results typically in statements like: When the size of my cellphone was just 2% smaller, then life would not be possible.

Despite the fact that this way one can only check for local minima, and that one can not really draw conclusions when keeping some parameters fixed and varying only a few, imo the largest problem is the absence of a reasonable definition of Optimalness-for-Life. There is way too much ambiguity attached to it. What can we possibly learn from this? Only that - assuming we live in a universe optimal for life - our idea of being optimal is not in disagreement with observation.

So, in my eyes C is an improvement over B but the central point of 'being optimal for life' is too vague to allow sensible insights into the secrets of nature.



D

Can abstractly be formulated as: there is some function of the parameters to be determined that is optimal for the observed values. The question then is what this function is. Apparently, the universe is not such that it optimizes the amount of US$ on my bank account. Too bad.

Lee Smolin proposes that the number of black holes could be such a function (
Cosmological Natural Selection), whose value is maximized for our universe. Though the function Number-of-black-holes(parameters of the SM + LambdaCDM) itself is unknown, at least it's a well defined quantity. Here again, one can test whether we are in a local extremum by tuning around parameters and estimate the effect. It seems, the number of black holes is not such a bad guess (to me this is really surprising.)

Imo, it's in this regard not even important whether or not all the universes that belong to the non-optimal parameters actually 'really' exist. When I make a variation over the metric in GR to find the optimal and realized configuration, I don't think of the other ones as being alternative universes. However, in Lee's scenario the other universes do 'really' exist, and the claim is then that we are likely to live in a universe where the number of black holes is as large as possible. This then has the additional virtue of providing a reason why the number of black holes is the function to be extremal (for further details, see
hep-th/0407213 or The Life of the Cosmos) .

One way or the other, D comes down to the question whether there is a function that is optimized when the parameters of the SM have the values we observe. And which in addition to reproducing known number allows us to learn something new (i.e. make at least one falsifiable prediction).

But then, the question lying at hand is whether this function can be derived from the fundamental principles of the TOE. It might be that this is not the case, but that e.g. the initial conditions play a central role. An example that has been used elsewhere (sorry, forgot where) are the orbits of planets in the solar system, which have historically been thought to arise from some symmetric construction. Today we'd say the orbits of the planets follow when we have given the initial stress-energy distribution, and the quantity to be optimised is the Lagrangian of GR plus that of the matter field. We would not expect the orbits of the planets to be predictable from the SM of particle physics plus GR. Or from putting
Dodecahedrons inside Icosahedrons (see Platonic Solids).

But even if the function to be optimized can be derived from the TOE, in practice it might not be a useful way to deal with it in the full context. Just like
we don't explain liver growth starting from the SM of particle physics, I find it a reasonable expectation that a macroscopic description of our universe might be more useful to determine the parameters of the SM.

However, I'd say our insights about a possible TOE are not yet deep enough to let us conclude that not even some of the parameters in the SM might be explained within such a fundamental theory.




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Wednesday, July 19, 2006

UPS Quantum View

UPS helps you track your packages: always interact with your information via Quantum View! If necessary, you can notify your customers of critical package status, just by email. It's as easy as this.


(enlarge screenshot)




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Monday, July 17, 2006

Neutrinos for Beginners

When I started my position at the University of Arizona, Keith suggested an interesting work about neutrinos to me. I didn't know very much about neutrino physics at this time (okay, I didn't know anything at all). However, I could immediately relate to these elusive particles with small masses that interact only weakly, and which have caused not little physicists to scratch their head.

During the following year, I learned a lot about neutrinos. Here, I'd like to give you a short and very basic introduction of what turned out to be a very fascinating and lively field of theoretical as well as experimental physics.


This is a three-step programme... today is for beginners.




Theory


When we were kids, my younger brother drove me crazy. Each time my grandma gave us 50 Pfennig, we would go to get ice cream. But when we arrived at the store, my brother could never made up his mind between vanilla and chocolate.

Thus, whenever we left home, I asked my brother what flavour he'd go for today. He'd start with a definite 'It's chocolate day', but after a minute he'd mumble something. Then it was 'Maybe vanilla', then 'No, chocolate', then again 'Better vanilla'... When we arrived at the store, he was caught somewhere between vanilla and chocolate. That is, until I'd yell at him to make up his mind before the queue behind us would just shove us away.


This I-scream issue was solved when the store got a new owner who introduced chocolate coating. So, my brother could get vanilla with chocolate and didn't have any more flavor problems.

Neutrinos come in three flavours. Each of them belongs to a charged fermion. There is the electron, the muon and the tau-neutrino. Neutrinos are produced in interactions (e.g. in the sun) and start their travel with one of these flavours. However, while time goes by, they can change from one flavor to another, and back, in a periodic process. Which flavor you find then depends on the time that passed after the neutrino was produced - or the distance it travelled during this time, respectively.

This is called neutrino oscillation. In his very readable introduction, John N. Bahcall refers to this as a 'multiple personality disorder'... ;-)


There are however mixtures of neutrino flavors which remain unchanged when you start with them, like the vanilla-with-chocolate choice. These time-independent choices have distinct masses, and are therefore called mass-eigenstates (there are also three of them). An important thing to know is that oscillations only take place when these masses are different. This implies that at least two of the masses have to be non-zero.

This is what makes neutrino-oscillations so interesting, because in the Standard-Model of particle physics, the neutrino masses are exactly zero. By examining the properties of the elusive neutrino however, we find that this can not be the case. We are therefore testing physics beyond the standard model - a challenge for every theoretical physicist, and a promising source for new insights.

The typical distance it takes for the neutrino to return to it's original state is the oscillation length. It depends on the energy of the neutrino. The larger the energy, the longer the oscillation length. It is also related to the differences of the squared masses. The smaller the difference, the larger the oscillation length. For zero difference, if would take forever for the oscillation to happen.


The second relevant quantity is the maximal fraction of flavor that can change into a different flavor. This is parametrized in the 'mixing angle', and measures how 'mixed up' the flavors are. An angle of Pi/4 refers to 'maximal mixing' at which one flavor can change completely into another.


The standard-model does not predict the number of flavors. In principle there could be more than three, but we know from experiments that - when equally light as the three known flavors - such additional particles are not produced in any reaction we have ever observed.

Such hypothetical extra neutrinos are therefore referred to as 'sterile', and would not be detected through the usually studied reactions. (They could, however, be detected indirectly as a missing signal, or from cosmological observations.)



By now, the properties of the neutrino-oscillations, mixing angles and squared mass differences, are measured very precisely. But for the theoretical physicist, the situation is a little unsatisfactory. Though one can calculate with the assumption of neutrino-oscillations, we don't know why the neutrino-masses are so small, how these masses are embedded in the standard model, or why the mixing between the flavors is so large. There is lots of stuff left to do...





Experiment


During the last years, it has been confirmed with high precision that neutrino oscillation indeed happens. This is quite an impressive achievement as the mass-differences that have been measured are extremely small, less than 1 billion of the proton's mass.


The existence of neutrino-oscillations solves the puzzle of the solar neutrino deficit. Based on models of processes in the sun, one can compute how many electron neutrinos the earth should receive from the sun's nuclear fusion. However, far too little of the electron neutrinos were measured on earth, and it has been speculated that something is wrong with our understanding of the sun.

But eventually in 2002, the SNO-collaboration also measured the two other flavors, the muon- and tau-neutrinos by what is called a neutral-current interaction. Such, they were able show that the missing electron neutrinos indeed arrive - but with a different flavor. Since this total number measured is very close to what is expected from the sun's production of neutrinos, this also excludes substancial oscillation into sterile neutrinos (very small mixtures into sterile neutrinos are still not completely outruled).


Besides in the sun, neutrinos are also produced in the earth's atmosphere from cosmic rays. Here, it's a mixture of electron and muon neutrinos that one expects down on earth, with twice as many muon-neutrinos as electron neutrinos. These atmospheric neutrinos, which have a much higher energy than the solar neutrinos, have also been measured, and their behavior fits very good to the expectations from neutrino oscillations.

Besides this, neutrinos are in huge amounts produced in nuclear reactors, and in lesser amounts in natural radioactive decays in the earth's crust. Both of which are currently subject to intensive experimental studies.


Detecting a neutrino is not easy, because it interacts only very weakly. What one basically does it to take a large amount of something you know fairly well, and place detectors around it. And wait. Different experiments used e.g. solutions of cadmium chloride in water, chlorine containing fluids, heavy water, etc. Every once in a while, a neutrino will interact with one of the atom cores. This reaction produces charged secondary particles, traces of which can eventually be observed in the surrounding detectors. The larger the amount of stuff you place your detectors around, the larger the probability you actually see something.


I am always impressed by these experiments. My favourite detector is Super-Kamiokande. Here is a photo, where you see the large water tank (half filled) surrounded by the detectors. Isn't this beautiful?



(Click here for a different view of Super-K.)

Now that we have analysed the characteristics of neutrinos when they propagate, we can use them as a tool to further studies, e.g. about the properties of sun, or as messengers from far away places in the universe.




Links


There are a huge number of neutrino experiments, a list of which you find here. The website of the Icecube experiment at the South Pole stands out not only with it's design, don't miss it.

Wow, I just noticed that the Wikipedia entry on neutrinos has been thoroughly cleaned up! (I read it on Friday, and thought that it provides a rather unbalanced view. It's much better now, but still very dominated by experiment.)

For a short theoretical introduction, check the above mentioned very nice article by John N. Bahcall. For some historical background, I recommend the short introduction at the Super-K website.

Via Quasar's nice post on nature's mysteries and surprises, I found more on John Bahcall and neutrinos, and the Nova introduction about The Ghost Particle.



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Updated on July 19th 2006

Friday, July 14, 2006

Quatorze Juillet

Today is not only my cousin Ruth's birthday, quatorze juillet is Bastille day, the French national holiday. I guess France is one of the last nations to celebrate its national holiday with a large military parade, but that has always been part of this day.



The other important thing always connected with the quatorze juillet is, of course, Le Tour de France. This grand road bicycle race is usually about half-way at this date. Traditionally, French racers try to win this stage of that day, but today, it was the Ukrainian Yaroslav Popovych who arrived first in the beautiful medieval town of Caracsonne. Popovych rides for the Discovery Channel Team, the former team of last years' champion Lance Armstrong. The maillot jaune, the yellow jersey of the best cyclist in the overall standing, is worn by the American Floyd Landis, a former team mate of Lance Armstrong. It seems that Floyd Landis has good prospects to carry the maillot jaune to Paris, continuing the unique, six-year long series of American winners started by Lance Armstrong.

This year's Tour de France is special in many respect. It may not have raised the same public interest as in the last years because of its overlap with the soccer world cup, but that is not the point. It is the first Tour after Lance Armstrong, and here in Germany, there has been big hope that Jan Ullrich may have a last chance to repeat his victory of 1997. His big rival would have been Ivan Basso, the champion of this year's Giro d'Italia.

But then, two days before the start of the Tour, a big shock hit all cycling fans: As a result of a doping scandal uncovered in Spain earlier this year, both favourites were denied participation in the race, together with nearly 50 other cyclists. There are more allegations against Jan Ullrich in the meantime, which is a quite sad and tragic story.

Cycling has always had a problem with doping, probably even more so than other sports. Now, with this latest scandal, there have been fears that it may imply the end of the Tour. I strongly hope that this will not be the case, and that, on the contrary, it will increase further the awareness of cyclists, cyling teams, and the public against doping. Even without big names and dominating champions, cycling can be a very interesting sport to watch - it is not just some men sitting on bycicles and struggling like hell.

And it may also help to bring more to limelight what for me has always been the star of the Tour: La France Profonde, the wonderful landscapes of rural France. Tomorrow's stage will cross Le Midi, from Béziers to Montélimar. It is a region where you can spend a marvelous summer holiday. But even if you can not travel there just now: If you have a chance to follow tomorrow's stage on TV, you can see both the race, and marvel at the beautiful landscapes, villages and towns of Southern France that are transvered by the cyclists. I will do so.