With Strings Attached?

Image Credit: Flickr user Trailfan.

I was flicking through various posts on the interwebs this morning while I was having my breakfast and came across one that nearly made me choke on my muesli. What it’s like to be a theoretical physicist is a piece in Stanford University news. In it I found the following quote:

String theory feels like a little superpower that I have, this physical intuition that enables me to make connections and have insights into things that by rights I should not be able to say anything interesting about.

I’ve tried many times to read that in a way that doesn’t come across as arrogant, but I’m afraid I’ve failed – especially because (speaking as a physicist) I don’t think string theory has so far given us any profound insights into physics at all.

Now I’m mindful of the fact that many mathematicians think string theory is great. I’ve had it pointed out to me that it has a really big influence on for example geometry, especially non-commutative geometry, and even some number theory research in the past 30 years. It has even inspired work that has led to Fields medals. That’s all very well and good, but it’s not physics. It’s mathematics.

Of course physicists have long relied on mathematics for the formulation of theoretical ideas. Riemannian geometry was `just’ mathematics before its ideas began to be used in the formulation of the general theory of relativity, a theory that has since been subjected to numerous experimental tests. It may be the case that string theory will at some point provide us with predictions that enable it to be tested in the way that general relativity did. But it hasn’t done that yet and until it does it is not a scientifically valid physical theory.

I remember a quote from Alfred North Whitehead that I put in my PhD DPhil thesis many years ago. I wasn’t thinking of string theory at the time, but it seems relevant:

There is no more common error that to assume that, because prolonged and accurate mathematical calculations have been made, the application of the result to some fact of nature is absolutely certain.

My problem is not with string theory itself but with the fact that so many string theorists have become so attached to it that it has become a universe in its own right, with very little to do with the natural universe which is – or at least used to be – the subject of theoretical physics. I find it quite alarming, actually, that in the world outside academia you will find many people who think theoretical physics and string theory are more-or-less synonymous.

The most disturbing manifestation of this tendency is the lack of interest shown by some exponents of string theory in the issue of whether or not it is testable. By this I don’t mean whether we have the technology at the moment to test it (which we clearly don’t). Many predictions of the standard model of particle physics had to wait decades before accelerators got big enough to reach the required energies. The question is whether string theory can be testable in principle, and surely this is something any physicist worthy of the name should consider to be of fundamental importance?

P.S. This rant reminded me of the time I got severely told off by a very senior British physicist (who shall remain nameless) when I was quoted in Physics World as saying that I thought that in a hundred years time string theory would be of more interest to sociologists than physicists…

8 Responses to “With Strings Attached?”

  1. Anton Garrett's avatar
    Anton Garrett Says:

    The first efforts to quantise gravity applied the quantum theory of fields to the metric tensor of general relativity. This effort failed because ultraviolet divergences occur at every power of the gravitational constant G in the perturbation expansion, making renormalisation impossible. One proposed way round that is to view particles as normal modes of extended structures (strings and branes) in higher dimensions, since infinities are associated with point sources of fields. Some nice results have emerged in various special cases of string theory, but I agree wholeheartedly with your rant.

    A little closer to home, does not some of the speculation about the origin of the universe, when the evolution equations are run backwards into the era in which a full (but unknown) quantum gravity theory is necessary, deserve a similar rant?

  2. Epicycles were very good math, as a modeling of our view of the cosmos, but crystalline spheres were a lousy physical explanation for the model.
    Why is that distinction and relationship between the map and the territory such a problem, for people who are so smart? It seems like we deify our mental tools.

    • It’s the smart people’s pareidolia.

      • It’s not as though the patterns aren’t “real,” but they are the effect of processes.
        I see the primary dichotomy as energy and the forms it manifests. Galaxies would seem to be a cosmic convection cycle of energy radiating out, as form coalesces in. As fauna, we have the digestive, respiratory and circulatory systems driving us on, along with the central nervous system to sort through al the divisions, distinctions, forms, relationships that emerge, in order to navigate. Motor and steering. Yet the function of the sorting to is to accumulate more energy. It just seems that as smart people try to abstract everything down to signal, they lose sight of the dynamic driving it. Gathering up signal and letting the banks and the oil companies worry about the energy.

      • Leading to a serious ecological disconnect, with the complete atomization and digitization of the culture. We abstract all value out of everything, to store in banks, but this notational wealth is a contract, not a commodity. Every asset is necessarily backed by a debt.
        The smart people have lost sight of their function.

  3. telescoper's avatar
    telescoper Says:

    To be fair I only did Theoretical Physics because of the glamorous lifestyle.

  4. Anton Garrett's avatar
    Anton Garrett Says:

    The question is whether you are accurate to describe Witten as a physicist, rather than a mathematician.

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