NPR: Interview with mathematician re string theory

In summary, the interview seems to be trying to explore the pros and cons of string theory, but the interviewer's tone seems to imply that the research is worthless.
  • #1
Dembadon
Gold Member
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What do you make of the following interview:

http://www.npr.org/templates/story/story.php?storyId=6172247

To me, the whole premise of the interview seems to be a bit loaded. I love NPR, but I would have expected a more objective approach. Take notice of the following quote:
SIMON: I've been fortunate enough to interview a couple of string theorists, if I might call them that, over the years. They say that just the intellectual exploration to find out whether it's true or not, or what it is, or the intellectual adventure, in a sense, is worth it.

Does this not seem as if the perception of the theory is that its study is worthless? To be fair, it is not outside the realm of possibility that I have a perception which is altering my view of what could be a perfectly reasonable premise for an interview.
 
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  • #2
Dembadon said:
... I love NPR...
I too. Always have it on when I'm out with the car doing errands.
You quote a 2006 interview. How did you happen to come across one 4 years old and get interested by it?
Does this not seem as if the perception of the theory is that its study is worthless?

Frankly, no. It doesn't seem that way to me. I would not say that Simon, the interviewer, has prejudged that research area to be worthless. Also the mathematician he interviews expresses a high opinion of string math research.

To be fair, it is not outside the realm of possibility that I have a perception which is altering my view of what could be a perfectly reasonable premise for an interview.

Well, that would be natural. We each have a different perspective on things and it does influence how we see them.

What we are seeing now is a shift in research emphasis where some of the top people are turning attention away from "extra-dimensions" type string math. And away from the search for stringy "ToE". You might be interested in learning about the new fields and applications they are getting into.
 
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  • #3
marcus said:
Dembadon said:
... I love NPR...
I too. Always have it on when I'm out with the car doing errands.
You quote a 2006 interview. How did you happen to come across one 4 years old and get interested by it?
:redface: It was a product of my rabbit-trail-Google-search which started with an Asimov query.
marcus said:
Dembadon said:
Does this not seem as if the perception of the theory is that its study is worthless?
Frankly, no. It doesn't seem that way to me. I would not say that Simon, the interviewer, has prejudged that research area to be worthless. Also the mathematician he interviews expresses a high opinion of string math research.
For some reason I interpreted his even asking the question to be implying that it is worthless.

marcus said:
Dembadon said:
To be fair, it is not outside the realm of possibility that I have a perception which is altering my view of what could be a perfectly reasonable premise for an interview.
Well, that would be natural. We each have a different perspective on things and it does influence how we see them.
As it turns out, I did not approach reading the interview very objectively! I had assumed the nature of Scott's questions to be that of prejudiced criticism. I am at a loss regarding an explanation as to why; I have nothing against Scott personally. :smile:
 
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  • #4
marcus said:
... What we are seeing now is a shift in research emphasis where some of the top people are turning attention away from "extra-dimensions" type string math. And away from the search for stringy "ToE". You might be interested in learning about the new fields and applications they are getting into.

Will do! Thank you, marcus. :smile:
 
  • #5
Well then I will suggest some names of people whose interest has recently all or part shifted.
Just to get started here is an automatically generated Wikipedia list containing some wellknown string names. We can see which of them have found other things to do. http://en.wikipedia.org/wiki/Category:String_theorists
THIS DOESN'T MEAN string approach is wrong or that string math won't find applications to nature!
I've highlighted some of those whose research interests I want to comment on. I haven't made a highlight designation of all those exploring outside core string. Blue just means I have some comment to make.
Also just because Wikipedia gives this list doesn't mean that I would classify everybody on the list as a string theorist. But it's a way to get started.

A
Nima Arkani-Hamed
B
Alexander Belavin
David Berenstein
C
Curtis Callan
D
Robbert Dijkgraaf
Jacques Distler
Louise Dolan
Michael R. Douglas
Michael Duff
F
Willy Fischler
Daniel Friedan
G
Sylvester James Gates
Gary Gibbons
Peter Goddard
Rajesh Gopakumar
Michael Green
Brian Greene
David Gross
Steven Gubser
Sergei Gukov
H
Jeffrey A. Harvey
Hafeez Hoorani
Petr Hořava
Faheem Hussain
K
Shamit Kachru
Michio Kaku
Renata Kallosh
Igor Klebanov
L
Robert Leigh
Joseph Lykken
M
Juan Martín Maldacena
Emil Martinec
Shiraz Minwalla
Greg Moore
Luboš Motl
Sunil Mukhi
N
Yoichiro Nambu
Dimitri Nanopoulos
Asad Naqvi
Horaţiu Năstase
André Neveu
Holger Bech Nielsen
O
Hirosi Ooguri
Burt Ovrut
P
Joseph Polchinski
Alexander Markovich Polyakov
Massimo Porrati
R
Riazuddin
Arvind Rajaraman
Pierre Ramond
Lisa Randall
Martin Rocek
S
Joël Scherk
John Henry Schwarz
Nathan Seiberg
Ashoke Sen
Stephen Shenker
Maria Spiropulu
Andrew Strominger
Leonard Susskind
T
Charles Thorn
Paul Townsend
Sandip Trivedi
V
Cumrun Vafa
Gabriele Veneziano
Erik Verlinde
Herman Verlinde
W
Spenta R. Wadia
Steven Weinberg
Edward Witten
Y
Tamiaki Yoneya
Z
Alexander Zamolodchikov
Alexei Zamolodchikov
Barton Zwiebach
======================
Erik Verlinde has a new approach (4D) and blogs that he doesn't think string is the way to go. He has not been invited to talk at Strings 2010.
Petr Horava has a new 4D approach which is quite non-string, but continues saying nice things about string. He will be talking at Strings 2010 about his non-string QG.
Steven Weinberg is a nice guy and generally supportive, but has said some very discouraging things about string's prospects publicly. He says it has been disappointing and that he has something else he's working on (asymptotic safety QG, cosmology). I have no idea what he will say at Strings 2010. He has not attended Strings 2007-2009.
Edward Witten gave a paper on (nonstring) 3D gravity at Strings 2007, then did not attend Strings 2008, gave an evening public lecture about non-string topics, but no daytime talk at Strings 2009. Has been researching a variety of nonstring topics.
Andy Strominger is giving a paper at Strings 2010 which I think is 4D nonstring.
Nima Arkani-Hamed gave a non-string talk at Strings 2009. I don't know what he will be talking about next week at Strings 2010.

This is just an overview. In a sense, so far I haven't given you any information about what these guys are discovering by way of new research interests, because I haven't given you any links yet.

Verlinde's new gambit is what is making the most noise currently. "Entropic force". We have some threads about it here in Beyond forum.
Horava's baby made a big splash in 2009---it is called Horava-Lifgarbagez gravity, or simply Horava gravity. We had some threads about it last year.
Steven Weinberg's interest is in something we have discussed here too: Asymptotic Safety.
I don't want to load you down with links but I'll get a couple over the next few days.
Other people may have comments too! From their different perspectives.
 
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  • #6
Unfortunately I never had the chance to talk to the hard-core string guys. I was in contact with people like Baez and Woit for some time but the have "only" an outside-view... So I can't say what it means that some people seem to abandon the core string approach.

There are different possible reasons (not a complete list, of course)
- from time to time physicists change field of research (they always did :-)
- they come to the conclusion that string theory is a dead end
- the do something different because of the two books of Smolin and Woit
- they do something like enlarging their field of research (*)

(*) is something we now from QFT. Due to problems with infinities etc. new ideas like S-matrix theory, current algebra, effective theories have been investigated. In a sense these approaches came to an end when the quark model was rewritten in terms of QCD plus the proofs of renormalizibilty for QCD and GSW. But looking back all these approaches are still valid to some extend. Look at chiral perturbation theory which is strictly speaking wrong (as it is not renormalizable), but which allows one to calculate a lot of soft processes ... Therefore it could very well be that some of the new approaches will (in the very end) be linked to "something like string theory" again.

The main difference is that in contradisctinction to the situation in the late sixties / early seventies a breakthrough like QCD is missing. So this "something like string theory" to which these new approaches could be linked is still missing.

Regarding the interview: it's nice but outdated; I can't find any new ideas which haven't been discussed in the last couple of years.
 

Related to NPR: Interview with mathematician re string theory

1. What is string theory?

String theory is a theoretical framework that aims to explain the fundamental nature of the universe by describing all particles and forces as tiny vibrating strings instead of point-like particles.

2. How does string theory relate to physics?

String theory is a branch of theoretical physics that seeks to reconcile the theories of general relativity and quantum mechanics by providing a unified framework for understanding all the fundamental forces and particles in the universe.

3. What are the main principles of string theory?

The main principles of string theory include the idea that all particles are actually tiny vibrating strings, the concept of extra spatial dimensions beyond the three we can observe, and the idea that gravity is not a force but a curvature of space-time.

4. What are the potential implications of string theory?

If string theory is proven to be true, it could provide a complete and unified understanding of the universe and potentially answer some of the biggest mysteries in physics, such as the nature of dark matter and dark energy.

5. Is string theory widely accepted in the scientific community?

String theory is a highly debated topic within the scientific community, with some physicists supporting its principles and others skeptical of its validity. While it is not yet proven, it continues to be an active area of research and discussion among scientists.

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