New blog

Announcing my new (tentative) blog, Toy Universes.

News on Gravity Probe B – Nov. 2009

Read mission status below:

Closing in on Einstein: Frame-Dragging Clearly Visible

News on Garrett Lisi’s E8 theory

Lisi posted this yesterday over at Physics Forums; I reproduce here:

Hello PF folk.

If you believe the Dirac equation in curved spacetime, and you believe Spin(10) grand unification, then a Spin(3,11) GraviGUT, acting on one generation of fermions as a 64 spinor, seems… inevitable.

Also, it’s pretty.

And it’s up to you whether or not to take seriously or not the observation that this whole structure fits in E8. Personally, I take it seriously. Slides are up for a talk I gave at Yale:

http://www.liegroups.org/zuckerman/slides.html

Best,
Garrett

I am not certain whether it addresses Distler’s previous objections (as I am not certain whether the issue was even settled at that time– see here and here, which goes as far as I could follow. More (older) personal opinions can be found here, here and here in reverse chronological order).

Edit: I forgot to add. I do find the theory beautiful and interesting. I hope it can be properly tested.

Edit: Here are further links that are relevant to this post.

There is no “Theory of Everything” inside E8 by Jacques Distler and Skip Garibaldi.

Here is Distler’s blog entry on his paper.

There was a discussion of Distler and Garibaldi’s paper at Physics Forums some time ago.

There was also a discussion at n-Category Café some time ago.

God said “Let Penrose be” and all was wrong

Roger Penrose Says: Physics Is Wrong, From String Theory to Quantum Mechanics.

Nobel Prize Physics 2009 – Results here!

The Nobel Prize in Physics 2009

Charles K. Kao – “for groundbreaking achievements concerning the transmission of light in fibers for optical communication” (1/2 Prize);

AND

Willard S. Boyle and George E. Smith – “for the invention of an imaging semiconductor circuit – the CCD sensor” (1/4 Prize each).

Congratulations!

My non-FQXi Essay

Yes, this is true. I have just written my non-FQXi Essay, in the sense that I have not submitted it to the presently running edition, now featuring the theme “What’s Ultimately Possible in Physics?”.

You may be wondering why I have not submitted it. After consideration, I have found some reasons, but let me tell you only the short one: I concluded that it is undignified to compete for a prize on speculation.

But I have written my short essay anyway. It took me only a couple of hours, and I must point out that it is not a scientific work, nor a philosophical work. It is a speculative work. But this fact does not mean that it is not a serious speculative work.

So here it is, in case you are interested:

Title: When Response Nullifies
Author: Christine Córdula Dantas
3 pages, 72 Kb, pdf format

Update 05 Oct 2009: A few typos, corrections, stylistic improvements and additions were made. Please replace previous version with the current one. Other corrections are welcomed. Thanks!

Universality of galactic surface densities

You will find an intriguing paper on today’s issue of Nature (subscription required):

Universality of galactic surface densities within one dark halo scale-length by Gentile et al.

Abstract:

It was recently discovered that the mean dark matter surface density within one dark halo scale-length (the radius within which the volume density profile of dark matter remains approximately flat) is constant across a wide range of galaxies. This scaling relation holds for galaxies spanning a luminosity range of 14 magnitudes and the whole Hubble sequence. Here we report that the luminous matter surface density is also constant within one scale-length of the dark halo. This means that the gravitational acceleration generated by the luminous component in galaxies is always the same at this radius. Although the total luminous-to-dark matter ratio is not constant, within one halo scale-length it is constant. Our finding can be interpreted as a close correlation between the enclosed surface densities of luminous and dark matter in galaxies.

See also the Editor’s Summary.

As noted by the authors:

A large central luminous density thus implies a large core radius, and in turn a small central dark matter density. This precise balance must be the result of some unknown, fine-tuned process in galaxy formation, because it is a priori difficult to envisage how such relations between dark and baryonic galaxy parameters can be achieved across galaxies that have experienced significantly different evolutionary histories, including numbers of mergers, baryon cooling or feedback from supernova-driven winds.

Update: I thought it would be interesting to point to a previous work of mine and collaborators (back from 2003) which shows that the central dark matter halo densities for a large data sample ranging from dwarf ellipticals to clusters of galaxies, based on the application of the two-component virial theorem (2VT) to these systems, do not show universality. Only the abstract is available:

Title: The case against scale-invariant central halo densities: implications for the self-interacting dark matter scenarios in the context of the two-component virial theorem
Authors: Ribeiro, A. L. B.; Dantas, C. C.; Capelato, H. V.; Carvalho, R. R.
Publication: Boletim da Sociedade Astronômica Brasileira (ISSN 0101-3440), vol.23, no.1, p. 163-163

I will attempt to find the poster PDF and make it opportunely available here.

More on the 2VT can be found here:

Title: The Two-Component Virial Theorem and the Physical Properties of Stellar Systems
Authors: Dantas, Christine C.; Ribeiro, André L. B.; Capelato, Hugo V.; de Carvalho, Reinaldo R.
Publication: The Astrophysical Journal, Volume 528, Issue 1, pp. L5-L8.

Update 2: Interesting discussions here.

[Português] Tutorial de Eletromagnetismo

Está disponível um tutorial de eletromagnetismo em nível de graduação, escrito em português, gratuitamente no site do arxiv:

http://arxiv.org/abs/0906.2796

News from LIGO

An upper limit on the stochastic gravitational-wave background of cosmological origin
The LIGO Scientific Collaboration & The Virgo Collaboration
Nature 460, 990-994 (20 August 2009)

Abstract

A stochastic background of gravitational waves is expected to arise from a superposition of a large number of unresolved gravitational-wave sources of astrophysical and cosmological origin. It should carry unique signatures from the earliest epochs in the evolution of the Universe, inaccessible to standard astrophysical observations. Direct measurements of the amplitude of this background are therefore of fundamental importance for understanding the evolution of the Universe when it was younger than one minute. Here we report limits on the amplitude of the stochastic gravitational-wave background using the data from a two-year science run of the Laser Interferometer Gravitational-wave Observatory (LIGO). Our result constrains the energy density of the stochastic gravitational-wave background normalized by the critical energy density of the Universe, in the frequency band around 100 Hz, to be <6.9 times 10^{-6} at 95% confidence. The data rule out models of early Universe evolution with relatively large equation-of-state parameter, as well as cosmic (super)string models with relatively small string tension that are favoured in some string theory models. This search for the stochastic background improves on the indirect limits from Big Bang nucleosynthesis and cosmic microwave background at 100 Hz.

Update: Now freely available in the arxiv. [0910.5772]

A Brief Introduction to Loop Quantum Cosmology

A Brief Introduction to Loop Quantum Cosmology [arxiv:0907.5160]
Authors: Guillermo A. Mena Marugan

Abstract: In recent years, Loop Quantum Gravity has emerged as a solid candidate for a nonperturbative quantum theory of General Relativity. It is a background independent theory based on a description of the gravitational field in terms of holonomies and fluxes. In order to discuss its physical implications, a lot of attention has been paid to the application of the quantization techniques of Loop Quantum Gravity to symmetry reduced models with cosmological solutions, a line of research that has been called Loop Quantum Cosmology. We summarize its fundamentals and the main differences with respect to the more conventional quantization approaches employed in cosmology until now. In addition, we comment on the most important results that have been obtained in Loop Quantum Cosmology by analyzing simple homogeneous and isotropic models. These results include the resolution of the classical big-bang singularity, which is replaced by a quantum bounce.

Comments: 15 pages, published in AIP Conference Proceedings, Volume 1130, Geometry and Physics: XVII International Fall Workshop on Geometry and Physics

Einstein on axiomatization of physics

Here is the Einstein’s quote that I have previously promissed to post:

If, then, it is true that the axiomatic basis of theoretical physics cannot be extracted from experience but must be freely invented, can we ever hope to find the right way? Nay, more, has this right way any existence outside our illusions? Can we hope to be guided safely by experience at all when there exist theories (such as classical mechanics) which to a large extent do justice to experience, without getting to the root of the matter? I answer without hesitation that there is, in my opinion, a right way, and that we are capable of finding it. Our experience hitherto justifies us in believing that nature is the realization of the simplest conceivable mathematical ideas. I am convinced that we can discover by means of pure mathematical constructions the concepts and the laws connecting them with each other, which furnish the key to the understanding of natural phenomena. Experience may suggest the appropriate mathematical concepts, but they most certainly cannot be deduced from it. Experience remains, of course, the sole criterion of the physical utility of a mathematical construction. But the creative principle resides in mathematics. In a certain sense, therefore I hold it true that pure thought can grasp reality, as the ancients dreamed.

[my italics]

(Einstein, 1954, Ideas and Opinions, quoted from Schweber, “Einstein and Oppenheimer: the meaning of genius”)

I think the above quote by Einstein is remarkable is several ways, specially the privileged role of creativity and freedom of the human mind expressed in mathematical language, but at the same time the recognition of experience as the sole criterion of the physical utility of such mathematical constructions.

(The above quote, according to Schweber, was an observation by Einstein on Hilbert’s program of axiomatization of physics.)

How Far Are We from the Quantum Theory of Gravity?

How Far Are We from the Quantum Theory of Gravity? [arxiv:0907.4238]

R. P. Woodard (University of Florida)

Abstract: I give a pedagogical explanation of what it is about quantization that makes general relativity go from being a nearly perfect classical theory to a very problematic quantum one. I also explain why some quantization of gravity is unavoidable, why quantum field theories have divergences, why the divergences of quantum general relativity are worse than those of the other forces, what physicists think this means and what they might do with a consistent theory of quantum gravity if they had one. Finally, I discuss the quantum gravitational data that have recently become available from cosmology.

Comments: 106 page review article solicited by Reports on Progress in Physics

Nobel 2008 Lectures

Nobel Lectures from the 2008 winners have been recently published in Reviews of Modern Physics and are freely available:

Nobel Lecture: What does CP violation tell us?
Toshihide Maskawa

Nobel Lecture: CP violation and flavor mixing
Makoto Kobayashi

Nobel Lecture: Spontaneous symmetry breaking in particle physics: A case of cross fertilization
Yoichiro Nambu

Open letter

I make here publically available my letter to Sabine (Backreaction) concerning ou recent exchange of comments over at her blog. I will not post her letter because it was personally addressed to me. However, since my letter was general enough, and perhaps elucidative enough, here it is.

—-

Dear Sabine,

Thanks for your email. I think that it is quite possible that I have not expressed myself the best possible way. My comments were an attempt at a criticism on the topics based on those that you have mentioned in your post, which I had assumed to be representative of the conference. All I want to say is that I do not care what people want to work on, but I am tired to see professional scientists working on non-scientific issues (viz., those which the scientific method is not applied) as scientific. I consider this very non-ehtical and a dis-service to the public.

Theory must provide a means to experimental verification (in principle, at least), if not, you have an unproven hypothesis. Some people at the frontier of physics are not taking care of this very important concept and elevate their unproven hypotheses to principles of truth, from which they base all their subsequent work. We cannot rely on our subjective judgements to consider some theory acceptable or not: this is why the scientific method exists as a pillar for science.

I think FQXi is perfect as a funding agency for non-mainstream, alternative approaches, which nevertheless are perfectly scientific. Also, philosophical themes (which is a completely different class of discipline, with its own epistemological rules). However, it appears that this question is not clear enough.

I am glad to learn that your work was well received. I hope that you have understood that my criticism was not aimed at your work on phenomenology, which is evidently scientific enough.

Best regards,
Christine
—-

EDIT: Sabine writes that “most of them [the projects] eventually won’t lead anywhere – that being the nature of the business”. The problem is not that some projects lead nowhere, but that any non-scientific project leads nowhere by construction. If one’s work is based on an unproven hypothesis which is elevated to a principle of truth, from which all subsequent work is based, then it is highly probable that it will indeed lead nowhere. Or the conclusions will be most probably false.

She also insists that I point to specific projects that I consider non-scientific. As I already emphasized, my comments were based on the themes that she highlighted on her post, not on the program, which was not made avaliable on the FQXi site at the time of the postings. In any case, I leave the excercise to the reader to apply the scientific method and find out the answer by him/herself.

—
Related posts:

Smolin Against the Timeless Multiverse

The Universe

Universes Everywhere

What is science for you? Up to 50 words

What is science – for me

Science is no longer scientific

Dear Traveller of the Future,

If for some reason this set of electronic ramblings reach you, I salute you.

But my salute is embeded in deep sorrow. I have just realized that I am a living testimony of the end of science — a human activity arduously conceived during centuries in order to objectively probe nature into her deepest substrate: a triumph of the human mind.

For some reason, many people engaged into such a dignified activity slowly gave up on the arduous road, and chose the easiest paths, which unfortunately often lead to the swampy terrain of incertitude and ignorance.

Although there are still many advancements, specially technical ones, there is Death waiting at the frontier.

Science is no longer scientific!

Best wishes to you, Traveller of the Future, to whom the idea of what was gained and what was lost may never be perceived, but I still hope that the starlight inspire your soul, somehow.

Christine

PS- This anecdote was inspired by a discussion developed here.

Favorite Prefaces V

Concepts in Solids

P. W. Anderson

I reread Concepts in Solids with both pride and embarrassment. Pride, both because it was this set of lectures which inspired Brian Josephson to invent his effect — not every book can point to the precise Nobel prize it inspired — and because l did, in a very brief space, manage to touch some of the key topics which are still not adequately covered in your average solid state theory book. For instance, it is shocking that the main texts used in this country still do not touch on the Mott transition or the “Magnetic State.” I was aiming at conceptual, not mechanical physics, and I hope I got there.

Embarrassment, because after all, there has been 30 years of physics since then. For instance, I note that I guessed absolutely wrong in dismissing tight-binding theory out of hand: it has not yet totally coine into its own but it is, in my present opinion, the right way to think about most bonding in solids. I am not ashamed of skipping localization – only Mott was interested in it, and neither of us yet knew where to go next. I was prescient about broken symmetry — as Josephson realized — but left out phase transitions, as I myself noted.

Nonetheless, I believe that the average student will still be harmed less by this book than by any number of other books I should not name, and I welcome the reissuance.

A little bit of cosmographic sanity

Finally, an interesting paper on dark energy.

Cosmographic analysis of dark energy [http://arxiv.org/abs/0906.5407]

Authors: Matt Visser (Victoria University of Wellington), Celine Cattoen (Victoria University of Wellington)

Abstract: The Hubble relation between distance and redshift is a purely cosmographic relation that depends only on the symmetries of a FLRW spacetime, but does not intrinsically make any dynamical assumptions. This suggests that it should be possible to estimate the parameters defining the Hubble relation without making any dynamical assumptions. To test this idea, we perform a number of inter-related cosmographic fits to the legacy05 and gold06 supernova datasets, paying careful attention to the systematic uncertainties. Based on this supernova data, the “preponderance of evidence” certainly suggests an accelerating universe. However we would argue that (unless one uses additional dynamical and observational information, and makes additional theoretical assumptions) this conclusion is not currently supported “beyond reasonable doubt”. As part of the analysis we develop two particularly transparent graphical representations of the redshift-distance relation — representations in which acceleration versus deceleration reduces to the question of whether the relevant graph slopes up or down.

Smolin against the timeless multiverse

There is a new article by Lee Smolin at Physicsworld.com, “The unique universe“, where he exposes his metaphysical position on the multiverse and the notion of time as fundamental, not emergent.

My thoughts are close to Smolin on those issues, see my previous post on the multiverse here:

The Universe

and, in a funny side, my cartoon here:

Universes Everywhere

Concerning the question whether time is fundamental or not, my philosophical position is that it is fundamental, although there is a facet of it which can be made artificially emergent. See my essay on concurrent time here .

Favorite Prefaces IV

Classical Mathematical Physics: Dynamical Systems and Field Theories
by Walter Thirring [son of Hans Thirring, who was the co-discoverer of the Lense-Thirring frame effect in general relativity]
(Preface to the second edition).

Since the first edition already contained plenty of material for a one-semester course, new material was added only when some of the original could be dropped or simplified. (…) This involved not only the use of more refined mathematical tools, but also a reevaluation of the word fundamental. What was earlier dismissed as a grubby calculation is now seen as the consequence of a deep principle. Even Kepler’s laws, which determine the radii of the planetary orbits, and which used to be passed over in silence as mystical nonsense, seem to point the way to a truth unattainable by superficial observation: The ratios of the radii of Platonic solids to the radii of inscribed Platonic solids are irrational, but satisfy algebraic equations of lower order. These irrational numbers are precisely the ones that are the least well approximated by rationals, and orbits with radii having these ratios are the most robust against each other’s perturbations, since they are the least affected by resonance effects.

Click-the-Links!

Dear Readers,

Forgive my long delay in writing here. I spent the last few months wondering whether I would shutdown this blog or not. Well, I have decided that I will not, at least, not yet. So here are a few interesting links that I came across recently:

1) From the [PhilPhys] e-mail list, a talk by Stephen Summers (University of Florida).

“Yet More Ado About Nothing: The Remarkable Relativistic Vacuum State”

Abstract: An overview is given of what mathematical physics can currently say about the vacuum state for relativistic quantum field theories on Minkowski space. Along with a review of classical results such as the Reeh-Schlieder Theorem and its immediate and controversial consequences, more recent results are discussed. These include the nature of vacuum correlations and the degree of entanglement of the vacuum, as well as the striking fact that the modular objects determined by the vacuum state and algebras of observables localized in certain regions of Minkowski space encode a remarkable range of physical information, from the dynamics and scattering behavior of the theory to the external symmetries and even the space-time itself. In addition, an intrinsic characterization of the vacuum state provided by the modular objects is discussed. [Foundations of Physics in Greater Paris]

2) A new issue of Philosophia Mathematica is available online [June 2009; Vol. 17, No. 2], in special:

- Mark Balaguer, Fictionalism, Theft, and the Story of Mathematics

- Francesco Berto, The Gödel Paradox and Wittgenstein’s Reasons

3) New edition of Edge:

What’s Next? Dispatches on the Future of Science (Edited by Max Brockman): “A preview of the ideas you’re going to be reading about in ten years.”

FQXi prizes: not my time…

FQXi announced the prizes for the Essay Contest on the Nature of Time. Results are here.

My essay was not awarded.

Favorite Prefaces – III

Theory of Relativity
W. Pauli

(…) I do not conceal to the reader my scepticism concerning all attempts of this kind which have been made until now, and also about the future chances of success of theories [unified field theories] with such aims. These questions are closely connected with the problem of the range validity of the classical field concept in its application to the atomic features of Nature. The critical view, which I uttered in the last section of the original text with respect to any solution on these classical lines, has since been very much deepened by the epistemological analysis of quantum mechanics, or wave mechanics, which was formulated in 1927. On the other hand Einstein maintained the hope for a total solution on the lines of a classical field theory until the end of his life. These differences of opinion are merging into the great open problem of the relation of relativity theory to quantum theory, which will presumably occupy physicists for a long while to come. In particular, a clear connection between the general theory of relativity and quantum mechanics is not yet in sight.

(…)

There is a point of view according to which relativity theory is the end-point of “classical physics”, which means physics in the style of Newton-Faraday-Maxwell, governed by the “deterministic” form of causality in space and time, while afterwards the new quantum-mechanical style of the laws of Nature came into play. This point of view seems to me only partly true, and does not sufficiently do justice to the great influence of Einstein, the creator of the theory of relativity, on the general way of thinking of the physicists of today. By its epistemological analysis of the consequences of the finiteness of the velocity of light (and with it, of all signal-velocities), the theory of special relativity was the first step away from naive visualization. The concept of the state of motion of the “luminiferous aether”, as the hypothetical medium was called earlier, had to be given up, not only because it turned out to be unobservable, but because it became superfluous as an element of a mathematical formalism, the group-theoretical properties of which would only be disturbed by it.

By the widening of the transformation group in general relativity the idea of distinguished inertial coordinate systems could also be eliminated by Einstein as inconsistent with the group-theoretical properties of the theory. Without this general critical attitude, which abandoned naive visualizations in favour of a conceptual analysis of the correspondence between observational data and the mathematical quantities in a theoretical formalism, the establishment of the modern form of quantum theory would not have been possible. In the “complementary” quantum theory, the epistemological analysis of the finiteness of the quantum of action led to further steps away from naive visualizations. In this case it was both the classical field concept, and the concept of orbits of particles (electrons) in space and time, which had to be given up in favour of rational generalizations. Again, these concepts were rejected, not only because the orbits are unobservable, but also because they became superfluous and would disturb the symmetry inherent in the general transformation group underlying the mathematical formalism of the theory.

I consider the theory of relativity to be an example showing how a fundamental scientific discovery, sometimes even against the resistance of its creator, gives birth to further fruitful developments, following its own autonomous course.

Note: This preface was written in 1956, two years before Pauli’s death. That edition is a book made from his original paper “Relativitätstheorie”, in Encyklopädie der mathematischen Wissenschaften, Vol. VI9, (B. G. Teubner, Leipzig 1921), written when he extremely young (about 20 years old), and only six years after the publishing of Einstein’s General Relativity theory.

Favorite Prefaces – II

Conceptual Foundations of Quantum Mechanics
by Bernard d’Espagnat

A few words are here in order concerning the guiding idea that inspired this book. It is that quantum mechanics can be formulated axiomatically, that, for clarity sake, it is of course quite appropriate to do so, but that the axioms in question then have to take the form of (precise and general) “rules of the game,” serving to predict what will be observed. This is a difference with classical mechanics, the axioms of which (Newton’s laws and the rest) are most simply expressed as statements bearing on the structure of some mind-independent reality. It is a fact that attempts at doing the same in quantum physics quickly lead to conceptual muddles (“Are wave functions real?,” “Is collapse real?,” etc.), while, in contrast, viewed as a set of observational predictive rules, quantum mechanics is crystal clear. The rules in question must therefore be considered as being—by far—what is most solid in quantum physics. And it is for this matter-of-fact reason—and not because of any a prior allegiance to positivism, empiricism or what not!—that it was here found advisable to begin by just stating these predictive rules and investigating their consequences. Since no allegiance to phenomenalism is made, the question of the possible interpretation of the said rules in terms of some underlying reality of course remains significant. In fact such a study constitutes, in a sense, the very purpose of the present book. But the corresponding analyses must—-and do, here—come in only in a second stage, after the rules have been duly stated and examined.

Note that the just explained standpoint is precisely the one that gives us maximal freedom concerning interpretation problems, since it bars out any a priori prejudice relative to what constitutes reality. Within it, we are not, right at the start, forced to conceive of reality in terms, either of waves, or of particles, or of “wavicles,” or etc. Any way of thinking of it is a priori admissible, provided only that, in the end, it turns out to be compatible with the observational predictions yielded by the basic quantum rules. But, as will be seen, this condition proves to be a demanding one. It does not leave many vistas open. Indeed the book shows that such an approach gently leads to quite definite ideas concerning the conceptual foundations of the incredibly powerful science that is called quantum mechanics.

News on Gravity Probe B

Interesting results coming from Gravity Probe B, including a better understanding of the discrepancies between the four gyroscopes, leading to better data on geodetic effect and frame dragging effect in all four gyroscopes.

Also, a complete document “Gravity Probe B Science Results—NASA Final Report” is now available from their site.

Favorite prefaces – I

This is the first of a series of posts with short excerpts of prefaces/introductions of books that I find interesting or curious. This is just for fun, but hopefully will lead to a collection of memorable sentences or ideas that compels us further on the subject.

PCT, Spin and Statistics, and All That
by Raymond F. Streater and Arthur S. Wightman

In the beginning, when Dirac, Jordan, Heisenberg, and Pauli created the quantum theory of fields, it was not expected that it would provide a consistent description of Nature. After all, it was only a quantized version of the classical theory of Maxwell and Lorentz, a theory which was well known to be afflicted with diseases arising from the infinite electromagnetic inertia of point particles. Many physicists were of the opinion that any project to make the theory’s mathematical foundation more rigorous was probably ill-advised; first the classical foundation should be set right. Such alterations might so change the basis of the theory that a mathematically rigorous discussion of any preceding version would be entirely irrelevant. More recently, it has been suggested that the trouble is that the theory is too modest; it is not designed to predict the masses of the elementary particles or the values of the coupling constants, and should be fundamentally changed with this in view.

However, attempts to go beyond the theory foundered again and again. What successes were achieved were either phenomenological, or were due to systematic developments of the original formalism. But the quantum theory of fields never reached a stage where one could say with confidence that it was free from internal contradictions–nor the converse. In fact, the Main Problem of quantum field theory turned out to be to kill it or cure it: either to show that the idealizations involved in the fundamental notions of the theory (relativistic invariance, quantum mechanics, local fields, etc.) are incompatible in some physical sense, or to recast the theory in such a form that it provides a practical language for the description of elementary particle dynamics.

The last ten years have seen a number of attempts to meet the situation head on. (The physicists who have engaged in this kind of work are sometimes dubbed the Feldverein. Cynical observers have compared them to the Shakers, a religious sect of New England who built solid barns and led celibate lives, a non-scientific equivalent of proving rigorous theorems and calculating no cross sections.) These efforts have not yet led to a solution of the Main Problem, but they have yielded a number of by-products, very general insights into the structure of a field theory. The present book is devoted to an exposition of some of these general results, the physical ideas they embody, and the mathematics necessary for their proofs.

Lakatos Award 2008

[Via PhilPhys - Philosophy of Physics Mail Group]

The London School of Economics and Political Science announces that this year’s Lakatos Award, of £10,000 for an outstanding contribution to the philosophy of science, goes to:

Richard Healey (University of Arizona), for his book Gauging What’s Real: The Conceptual Foundations of Contemporary Gauge Theories (Oxford University Press, 2007).

He will visit LSE to receive the Award and give the Award Public Lecture during summer term, 2009.

Gauge theories have provided our most successful representations of the fundamental forces of Nature. How though do such representations work to tell us what kind of world our gauge theories reveal to us? Professor Healey’s book describes the representations provided by gauge theories in both classical and quantum physics. He argues that evidence for classical gauge theories of forces (other than gravity) gives us reason to believe that loops rather than points are the locations of fundamental properties. As well as exploring the prospects of extending this conclusion to the quantum gauge theories of the Standard Model of elementary particle physics, the book assesses the difficulties faced by attempts to base such ontological conclusions on the success of these theories.

The Lakatos Award is given for an outstanding contribution to the philosophy of science, widely interpreted, in the form of a book published in English during the previous five years. It was made possible by a generous endowment from the Latsis Foundation. The Award is in memory of the former LSE professor, Imre Lakatos, and is administered by an international Management Committee organised from the LSE.

The Committee, chaired by John Worrall, decides the outcome of the Award competition on the advice of an international, independent and anonymous panel of Selectors.

Solvay Physics Conference 1927

Carver Mead: against Copenhagen

An interesting interview with Carver Mead, author of the (unconventional) Collective Electrodynamics: Quantum Foundations of Electromagnetism.

Weinberg on condensed matter matters

[Via Asymptotia]

Most of us do elementary-particle physics neither because of the intrinsic interestingness of the phenomena that we study, nor because of the practical importance of what we learn, but because we are pursuing a reductionist vision. All of the properties of ordinary matter are what they are because of the principles of atomic and nuclear physics, which are what they are because of the rules of the Standard Model of elementary particles, which are what they are because…well, we don’t know, this is the reductionist frontier, which we are currently exploring.

Weinberg, From BCS to the LHC

Unconventional computing

Just received.

…………………..

THE SCIENCE AND PHILOSOPHY OF UNCONVENTIONAL COMPUTING (SPUC09)

Cambridge (UK), March 23-25, 2009

SECOND CALL FOR PAPERS

We welcome submissions on topics normally classified under ‘natural computing’ or ‘unconventional computing’ or ‘hypercomputing’ including (but not restricted to) quantum computing, relativistic computing, biology-based computing, analogue computing, and also submissions on the philosophical implications of these new fields for topics including (but again not restricted to) philosophy of mind, philosophy of mathematics, the Church-Turing thesis.

Each presentation should last no more than 30 minutes; a further 10 minutes will be allowed for discussion.

Those wishing to make a presentation should submit by email a 250-word abstract of their paper to Mark Hogarth (mhogarth@cantab.net); enquiries to the same.

Registration fee (yet to be fixed) will be around £100.

Student bursaries are available.

Conference website: http://web.mac.com/mhogarth/Site/SPUC_Conference.html

ORGANISER

Mark Hogarth (Cambridge, UK)

CONFIRMED INVITED SPEAKERS

Selmer Brinsjord (New York, USA))

Jeff Barrett (Irvine, USA)

Philip Welch (Bristol, UK)

Tim Button (Harvard, USA)

Cristian Calude (Auckland, New Zealand))

István Németi (Budapest, Hungry)

Benjamin Wells (San Francisco, USA)

Hajnal Andréka (Budapest, Hungry)

Apostolos Syropoulos (Xanthi, Greece)

Susan Stepney (York, UK)

Bruce MacLennan (Tennessee, USA)

Peter Kugel (Boston, USA)

Mark Sprevak (Cambridge, UK)

Selim Akl (Kingston, Canada)

José Félix Costa (Swansea, UK)

ADVISORY PANEL

Mike Stannett (Sheffield, UK)

John Tucker (Swansea, UK)

Barry Cooper (Leeds, UK)

Sponsored by EPSRC through HyperNet (the Hypercomputation Research Network, EP/E064183/1)