Smolin video LQG online course

[arivero]

Yep, we all found out about that price for the Baez-Munian book It's because it is out of print and very much in demand. There is supposed to be a new edition coming out, but nobody knows when. I don't know the answer to your question about the Gambini book, sorry. Maybe Baez can tell us? He does check in here every now and then.

I'd suggest to log emule/bittorrent for some scanned copy. Hmm the name of the author makes it a complex task.

 

[marcus]

I'd suggest to log emule/bittorrent for some scanned copy. Hmm the name of the author makes it a complex task.

Did you try to get Oriti's lecture #19 to play? I can't get it to work and don't know if it my computer's problem or the PI media site.

Now I see that I can't play any of the smolin lectures. I fear it must be my system acting up. Has anyone else experienced trouble with the PI streamer site recently?

 

[marcus]

I cured my computer and got Lectures #19 and 20 to play!

they asked Oriti so many questions in Lecture 20 that he did not have time to get to Group Field Theory (GFT) which was the main thing I was hoping to hear him talk about.

so at the end they set up another talk for him on Friday (which was yesterday 31 March) just for GFT.

Which AFAIK will not be available to us on streamer.

 

[marcus]

so at the end they set up another talk for him on Friday (which was yesterday 31 March) just for GFT.

Which AFAIK will not be available to us on streamer.

But in fact PI did make the extra Oriti lecture available!

It is lecture #21, given Friday 31 March
I am watching it now. It is a good lecture so far, although much interrupted by questions from the students (which one can approve of and also this time they are close enough to the mike that the questions are intelligible)

he plans to introduce GFT after discussing the example of 3D ponzano regge and also after a sketch of Feynman diagrams. the plan is:

1. 3D Ponzano-Regge

2. Feynman diagrams (just the idea)

3. Group Field Theory

 

[kakarukeys]

In Lecture 5, Lee Smolin indicated that the conjugate momenta in the Hamiltonian Formalism of Maxwell theory are densities? Anybody knows why?

$$\pi^\nu = - F^{0 \nu}$$ is clearly a vector since $$F^{\mu\nu}$$ is a tensor.

 

[garrett]

Yep. He's doing Maxwell theory in Minkowski spacetime -- in which $\sqrt{g}=1$. In a general spacetime he would have gotten a legitimate density, like $\pi^\nu = \sqrt{g} F^{0 \nu}$.

 

[marcus]

Lectures #22 and 23 are now online

Lectures 1-18 were given by Smolin

Lectures 19,20 and 21 were given by Daniele Oriti (the last half of #21 being especially noteworthy since an introduction to Group Field Theory)

Lectures 22 and 23 were given by Viqar Husain, who has been working on quantizing the black hole. He says that the original motivation was to "get to the bottom of hawking radiation". Hawking used a semiclassical model so it is in a sense merely heuristic. What happens if one makes a fully quantum model of the black hole? One would like to see quanta of radiation coming out. Also in Husain's work the BH singularity is shown not to exist. In the quantum model BH there is no singularity. This is what is expected to happen in QG. It is supposed to get rid of the cosmological and black hole singularities and it seems to be doing that. So far the results all involve some simplifying assumptions like spherical symmetry----now the game is to remove simplifying assumptions made earlier and show that the result works in all cases.

I haven't watched #22 and 23 yet. Will watch some today.

 

[Mike2]

Lectures #22 and 23 are now online

Lectures 1-18 were given by Smolin

Lectures 19,20 and 21 were given by Daniele Oriti (the last half of #21 being especially noteworthy since an introduction to Group Field Theory)

Lectures 22 and 23 were given by Viqar Husain, who has been working on the removal of the black hole singularity----

So how's is their presentation compared to Smolin's? Do they speak with a heavy accent? Do they write well on the board?

 

[marcus]

Smolin is not an expert in GFT (he has not yet written any GFT papers) and both Freidel and Oriti are writing GFT papers.

No course would be complete without GFT. It is the new approach which in some sense CONTAINS Loll's dynamical triangulations, and Spin Foams, and ordinary canonical LQG.
Contains in the sense that you can get models that look like these other things if you take special cases or simplify down in certain ways. Oriti explained this in Lecture #21.
he also showed a way in which you can get something that looks like Causal Sets out of GFT.
This was how he explaines why he is especially interested in the GFT approach----it seems to be at a point of convergence of various background independent QGs.

I think since a QG introduction SHOULD have GFT in it, Smolin made a good decision to invite Oriti to give some lectures about it. (and also Oriti handled Spin Foam models as well, so Smolin didn't have to cover that either)
=================

Viqar Husain is giving a special segment of the course devoted to Black Holes.

he has two lectures #22 is 1 hour 22 minutes and is all CLASSICAL.

It gradually gets more exciting as he finishes a review of earlier work and starts to present his own work that is a preparation for the quantization in the next hour.

the first place i noticed it heating up was at minute=44 on page 8 of the slide menu-----slide #3 of page 8. that is where he finishes covering Unruh's work

the next place that the energy steps up is around minute = 53, slide #7 page 9 of the slide menu.

this is where he says he will stop presenting classical----but he then remembers some interesting classical results that he will use in the quantization, so he continues for the next 25 minutes giving these classical results, which I found quite interesting.
and there were questions. So then the lecture was over.

I suppose all the quantum black hole treatment is in Lecture 23.
================
Mike asked about presentation. Both are excellent. Very crisp and organized and on top of the material.
Oriti has what i would call a clipped French accent-----both Oriti and Husain talk fast but clearly.

Oriti says "tetrahedron" faster than an American, so you may not understand it. the way he says it sounds like "tetredre" or tetr-édre. I assume this is the French word.
=================
In Lecture #23 which I just watched Viqar Husain goes over his own work (with Oliver Winkler) and he gives these references to papers---to read as supplement to the hour lecture.
http://arxiv.org/gr-qc/0410125
Quantum resolution of black hole singularities
http://arxiv.org/gr-qc/0412039
Quantum black holes from null expansion operators
http://arxiv.org/gr-qc/0503031
Flat slice Hamiltonian formalism for dynamical black holes
http://arxiv.org/gr-qc/0601082
Quantum Hamiltonian for gravitational collapse

=========================
EDIT:response to the next post.
Mike, I think not. I do not believe there is a simple relation between Group Field Theory
(a way to realize spinfoam models by integrating over powers of the group with Haar measure)
and Algebraic quantum field theory
But I will defer to others about this. they may be able to see some analogy or connection.
Personally I see none

 

[Mike2]

No course would be complete without GFT. It is the new approach which in some sense CONTAINS Loll's dynamical triangulations, and Spin Foams, and ordinary canonical LQG.
Contains in the sense that you can get models that look like these other things if you take special cases or simplify down in certain ways. Oriti explained this in Lecture #21.
he also showed a way in which you can get something that looks like Causal Sets out of GFT.
This was how he explaines why he is especially interested in the GFT approach----it seems to be at a point of convergence of various background independent QGs.

Would this be the same as Algebraic QFT that relies on the Hilbert space of operator algebras more than on the Hilbert space of eigenstates of those operators? From what I'm reading this language seems to be emerging in various efforts. It seems this operator algebra approach allow us not to depend on the background used to describe the eigenstate of a given operator... or something like that. And it seems that group theory (of GFT) is a subsection of Abstract Algebra on which Algebraic QFT is based. I plan on getting more into this subject one I get more time. But I'm working overtime these days, and I still have to do my taxes

 

[marcus]

Lectures #24 and #25 are out. Both given by Lee Smolin.

I have watched over half of #24. It is about braid preons, how they fit in with spin networks and provide a standard model worth of matter. helpful---gives intuitive ways think about this. One of the best lectures in the series.

To skip to framed links, twists, and the braid group begin at page #6 of the slide list, or at top of page #7-----spin network labels can apparently be eliminated (?)

To skip to where the topological preon model is introduced, begin at page #9.

what he is talking about now is energy and momentum given interpretation as topological invariants

=====================

just came to the end of 24, where he announces that the next hour, #25, will be about DSR.

great series, here is the link again if anyone hasnt been watching them:
http://streamer.perimeterinstitute.ca:81/mediasite/viewer/FrontEnd/Front.aspx?&shouldResize=False

go down the lefthand sidebar menu to Intro to QG

 

[marcus]

"hossi"

Smolin lecture #25 seems to be the final one in the series.

BTW there is a brief mention of Bee Hossenfelder's work in #25.

He is discussing remaining open problems in QG and some current/future research. The mention of Bee ("hossi" at PF) comes at page 8 of the slide list, the 3rd slide on that page.

In lectures #24 and #25 there is some interesting "self-criticism" where Smolin indicates what he thinks are some "points of vulnerability" of QG theories. These are some theoretical weak points and also some generic predictions that might be falsified experimentally---(or maybe one should call those strong points, since a scientific theory is supposed to be empirical and cannot be that unless it is falsifiable). However you regard it, at the end of the series of lectures Smolin takes a CRITICAL look at QG theory, Loop in particular, and points to open questions.

 

[hossi]

BTW there is a brief mention of Bee Hossenfelder's work in #25.

oops , refers to this work

http://arxiv.org/abs/hep-th/0305262"
hep-th/0305262

or, easier to read:

http://arxiv.org/abs/hep-ph/0410122"
hep-ph/0410122

Regarding the soccer ball problem (last seconds...), see also section III of

http://arxiv.org/abs/hep-th/0603032"
hep-th/0603032



B.

 

[marcus]

oops , refers to this work

http://arxiv.org/abs/hep-th/0305262"
hep-th/0305262

or, easier to read:

http://arxiv.org/abs/hep-ph/0410122"
hep-ph/0410122

Regarding the soccer ball problem (last seconds...), see also section III of

http://arxiv.org/abs/hep-th/0603032"
hep-th/0603032
B.

Is that just a blush of modesty? I think it was nice to get a mention in the last lecture of the series---not at all embarrassing, quite the opposite!

You had a question about Rovelli's paper Relational EPR and I thought Alejandro Satz might like to tackle it so I just mailed it to his blog:

http://realityconditions.blogspot.com/2006/04/relational-quantum-mechanics.html#c114506090118144509

I enjoyed your blog entry Wine and Cheese Physics with the German pop song. I like rhymed songs and it reminded me a little of some wonderful songs in the musical play Marat/Sade.

Your blog Backreaction has a link to Satz blog Reality Conditions, which in turn has a reciprocal link to Backreaction. Maybe it is the first sprouting out of the ground of a quantum gravity blog network. which might be nice.

 

[hossi]

Maybe it is the first sprouting out of the ground of a quantum gravity blog network. which might be nice.

Indeed. I am not a friend of communities, but it's become quite difficult to keep track of the status of recent research. There is just so much stuff being published, too much lectures, seminars, new books, etc. When used with appropriate caution, blogs and forums like this one can fulfil the very important purpose to keep people together and connect lines of thoughts.



B.

 

[marcus]

Indeed. I am not a friend of communities, but ... fulfil the very important purpose to keep people together and connect lines of thoughts.

putting the general communities issue aside, I really liked to see this at your blog:

Wir sind der Morgen
Wir sind das Erwachen
Wir sind die Möglichkeit,
die Welt zu erschaffen

it is a gutsy poem. and sounds that way too

people should check out Backreaction
http://backreaction.blogspot.com/
it is interesting as a group-blog, not just a solo-blog also (both kinds have advantages)

 

[marcus]

Christine Dantas has been gradually going through the lectures and posting a brief outline of each one as she goes.

she is up to Lecture #10 now.

One of the University Waterloo students, William, has been posting comments at Christine's blog. Today he corrected a reference to a paper that christine got wrong (the writing on the blackboard is not always clear)

William says that the course is now officially over but there is talk of continuing it into the summer if there is interest and if enough prospective GUEST lecturers indicate willingness to contribute talks.

 

[ccdantas]

Hello Marcus

Yes, fortunately William quicky corrected me. It's very nice to know that a student of the lectures is also reading my blog with great attention.

As I wrote there, I am thinking on the idea of posting my notes online. It would be nice if someone could review them before I post them onlne. If I had time, I would LaTeX them, but for the moment, I only expect to scan them...

Best wishes
Christine

 

[marcus]

Hello Marcus

Yes, fortunately William quicky corrected me. It's very nice to know that a student of the lectures is also reading my blog with great attention.

As I wrote there, I am thinking on the idea of posting my notes online. It would be nice if someone could review them before I post them onlne. If I had time, I would LaTeX them, but for the moment, I only expect to scan them...

Best wishes
Christine

the most usual thing, I believe, is to give the LECTURER a chance to look over the notes, at least before hardcopy publication.

I don't know the custom when it is a question of posting online.

One idea would be this: If you have a website, put them online at your website but do not reveal to the general public what the link is. then email the URL to Smolin and to any other reviewer.

Say: "I plan to make these notes to your course available on the web. Before I do so, if you would care to look them over and offer comments or corrections, here is the URL."

He might reply:
1. I am too busy but I have given the URL to a student of mine who will look over the notes and reply to you.

2. I am too busy, do anything you want. But thank you for giving me the chance to look at the notes before you published them.

3. One of my students actually is preparing notes and they will be available sometime this summer (!) on some other website. Write back to me in a few months and I will tell you the URL, if you want.

===========
I obviously can't tell you what is best or what could happen, but I have done this with reviewers when I had some writing. I put my writing online with a secret URL and give the URL only to one or two people that I want to check the work. then after a process of emendation or correction, I make the URL generally available.

I think this is what you had in mind.
=============

But you may not have been thinking of sending the secret URL to Smolin himself. I have tried to think about it from his point of view and I think he would consider it a courtesy to be offered the OPPORTUNITY to look over the notes before they were made widely available.

He might not actually do it, but at least he has the chance.

Also one or more of us at PF might be willing to and could simply write email to you asking for the "prepublication" URL.

I don't know where you get so much energy to do so much extra stuff. You are amazing

Who could who be? I'll never tell.

 

[Mike2]

Hello Marcus

Yes, fortunately William quicky corrected me. It's very nice to know that a student of the lectures is also reading my blog with great attention.

As I wrote there, I am thinking on the idea of posting my notes online. It would be nice if someone could review them before I post them onlne. If I had time, I would LaTeX them, but for the moment, I only expect to scan them...

Best wishes
Christine

I wonder how one would even go about taking notes in Smolin's lectures. I was thinking of going through the lectures myself and taking notes. But he is so busy jumping from one black board to the other, how does one make a sequential series of notes out of that?

 

[ccdantas]

Hi Marcus (and yes I know **who** you are),

Thanks a lot for your suggestions. When I have all the notes relatively well organized I will think what I will do of them. I believe it would indeed be polite to contact Lee Smolin first. I have already exchanged a few emails with him and he is a very accessible and mindful person.

And definitely yes, it is much more interesting (and perhaps much more fruitful) to just listen to his talk than to follow what he is actually writting on the blackboard(s). Also, there are lots of signs and factors all over the equations which I am not supposed to trust (he mentions this all the time...) I am having a real hard time on taking notes... That is why I am so late. I stop all the time, go back, etc. And still, it is hard to understand this subject. But I will not give up. :grumpy:

Best regards
Christine

 

[Core2duo]

Great