Flat Earthers back in charge of Cosmology?
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Eric Flesch - 20 Nov 2007 09:34 GMT It seems to me that the Standard FRW Model has an Achilles foot of clay -- namely, the whole edifice is founded upon the so-called flat universe, i.e. the flat Euclidean model of space-time. This assumption underlies everything that is done, but it is basically just that, an assumption, and cosmologists are (in my fevered imagination) hoping that nobody notices. Yes, perhaps today's cosmology is being run by a new generation of flat Earthers?
Now, of course some justification is being made for the utilization of a flat universe paradigm. For example, it is claimed that WMAP observations demonstrate that the universe is flat, etc. But really, do not such conclusions follow a circular line of reasoning? It seems to me that such calculations *assume* the flat universe to begin with, and then *deduce* the flat universe from that -- which of course establishes nothing.
OK, I admit it, my understanding is incomplete. But I don't see why a flat universe is compelling from the evidence. Mathematically, as all you erudite gentlemen know, three types of space-time are valid, concave (spherical), flat, and convex (hyperbolic). Now, valid mathematical models generally have corresponding physical phenomena. Hyperbolic and spherical manifolds should have real physical counterparts. The flat-universe paradigm denies this essential expectation.
Simply, a hyperbolic space-time (in comparison with flat) yields a greater number of faint close-up objects -- which is what we observe today, and interpret an an "accelerating expansion" of a flat universe. It is as though we interpreted the Earth as flat, but expanding locally compared with far-away places, instead of the simple interpretation that it is spherical. Surely, what is good enough for the Earth should be good enough for the Universe. I thought we got rid of the flat Earhters 400 years ago!
So I am looking for a reason to believe. What non-circular evidence is there that the universe is flat? Or is this all just a house of canards, er, cards?
Eric Flesch
Phillip Helbig---remove CLOTHES to reply - 20 Nov 2007 11:15 GMT In article <mt2.0-20741-1195551259@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> It seems to me that the Standard FRW Model has an Achilles foot of > clay -- namely, the whole edifice is founded upon the so-called flat > universe, i.e. the flat Euclidean model of space-time. Wrong. Flatness, or near-flatness, is something which is DEDUCED from observations, not an assumption. Of course, someone else might think that this is so well established that he assumes it when calculating something else (e.g. galaxy formation), but it is NOT assumed when determining the cosmological parameters.
> This > assumption underlies everything that is done, but it is basically just > that, an assumption, and cosmologists are (in my fevered imagination) > hoping that nobody notices. Yes, perhaps today's cosmology is being > run by a new generation of flat Earthers? No. There was a time, about 15 years ago, when the Einstein-de Sitter model was assumed without good evidence. Some people just assumed it as a working hypothesis, but the assumption was so widespread that many people thought there was evidence for it. However, that was back in the days when there were only 9 facts in cosmology. Now, cosmology is a data-driven science, and the current "standard model" is a result of observations. Note that for many people it was quite difficult to accept the current standard model, a flat model with a positive cosmological constant.
> Now, of course some justification is being made for the utilization of > a flat universe paradigm. For example, it is claimed that WMAP [quoted text clipped - 3 lines] > and then *deduce* the flat universe from that -- which of course > establishes nothing. No, this is simply wrong. Can you point to one example of such circular reasoning in the literature?
> OK, I admit it, my understanding is incomplete. But I don't see why a > flat universe is compelling from the evidence. Mathematically, as all [quoted text clipped - 4 lines] > counterparts. The flat-universe paradigm denies this essential > expectation. One assumes arbitrary lambda and Omega, which allow for all types of curvature, and deduces the parameters from fits to observational data.
Again, if someone is interested in, say, the equation of state of the universe, then he might assume flatness and present his results for the case of the flat universe, but this is because he believes that the flatness has already been established. However, it is not assumed for any determination of cosmological parameters for which flatness is a derived conclusion.
> Simply, a hyperbolic space-time (in comparison with flat) yields a > greater number of faint close-up objects -- which is what we observe > today, and interpret an an "accelerating expansion" of a flat > universe. This is true for a specific redshift. However, acceleration and negative curvature are not degenerate. By looking at the dependence on redshift, one can differentiate the two, and also differentiate from other effects which lead to faintness, like dust. In particular, in the flat accelerated case, above a certain redshift the objects become brighter than "expected".
> So I am looking for a reason to believe. What non-circular evidence > is there that the universe is flat? Or is this all just a house of > canards, er, cards? First, no-one can seriously claim that it is exactly flat, but rather quite near flat. There is a HUGE amount of evidence for this. In particular, of all the various cosmological tests, once one combines 2 or 3 to derive joint constraints, non-flat models start looking improbable.
Eric Flesch - 21 Nov 2007 08:37 GMT On Tue, 20 Nov 07, Phillip Helbig wrote:
>eric@flesch.org (Eric Flesch) writes: >> Now, of course some justification is being made for the utilization of [quoted text clipped - 7 lines] >No, this is simply wrong. Can you point to one example of such circular >reasoning in the literature? I specified WMAP. My understanding is incomplete, but I doubt that such a uniform background with a few wrinkles truly demonstrates a flat universe. And as for the black body spectrum, it is, after all, just a normal distribution over a logarithmic scale, so what's the big deal? It seems to me that a lot of prior construction has gone into any conclusion that WMAP shows a flat universe, so there's the circularity.
>> Simply, a hyperbolic space-time (in comparison with flat) yields a >> greater number of faint close-up objects -- which is what we observe [quoted text clipped - 7 lines] >flat accelerated case, above a certain redshift the objects become >brighter than "expected". Sure, but this can be just as easily modelled as a hyperbolic manifold embedded in a spherical. No accelerating expansion required. And all physically possible curvatures are reified,
>First, no-one can seriously claim that it is exactly flat, but rather >quite near flat. There is a HUGE amount of evidence for this. Sure, the universe is locally flat, but so is the Earth. So there is HUGE evidence that the universe is flat everywhere? Evidence that is clear and non-circular? What is the best such evidence?
Phillip Helbig---remove CLOTHES to reply - 21 Nov 2007 15:16 GMT In article <mt2.0-16561-1195634265@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> On Tue, 20 Nov 07, Phillip Helbig wrote: > >eric@flesch.org (Eric Flesch) writes: [quoted text clipped - 12 lines] > such a uniform background with a few wrinkles truly demonstrates a > flat universe. There have been many analyses of the WMAP data which DERIVE Omega and lambda without any prior constraints. It's not just the wrinkles but rather the scale at which they appear. Interestingly, while some information is difficult to harvest from the CMB data, i.e. it is (almost) degenerate with something and thus cannot be determined well without prior assumptions, the opposite is the case for the curvature. Flatness implies Omega + lambda = 1. The CMB alone cannot, without additional assumptions, determine Omega and lambda well separately, but can determine their sum quite well. This is actually a very strong signal. (The strongest is the black-body spectrum, then the fact that it is almost isotropic, then the dipole caused by our peculiar motion, then the curvature signal, then come other signals.)
> And as for the black body spectrum, it is, after all, > just a normal distribution over a logarithmic scale, so what's the big > deal? It seems to me that a lot of prior construction has gone into > any conclusion that WMAP shows a flat universe, so there's the > circularity. Most other things astronomers observe do not have black-body spectra. Even without absorption lines, stars do not have black-body spectra. The fact that a black-body spectrum was predicted for the CMB and that it has been observed are very significant.
> >First, no-one can seriously claim that it is exactly flat, but rather > >quite near flat. There is a HUGE amount of evidence for this. > > Sure, the universe is locally flat, but so is the Earth. So there is > HUGE evidence that the universe is flat everywhere? Evidence that is > clear and non-circular? What is the best such evidence? You are confusing two things. First, everything is locally flat, i.e. if the scale is small enough. That's like saying everything is linear to first order. :-) Second, within the context of Friedmann-Lemaître cosmology, the curvature is everywhere the same. So, when we say "the universe is (nearly) flat", we mean that it is flat even on large scales, not trivially flat on local scales. It is the former that WMAP measures.
Eric Flesch - 22 Nov 2007 09:09 GMT On Wed, 21 Nov 07, Phillip Helbig wrote:
>eric@flesch.org (Eric Flesch) writes: >> I specified WMAP. ... I doubt that such a uniform background [quoted text clipped - 4 lines] >can determine their sum quite well. This is actually a very strong >signal. I confess this is where my understanding falls short, as it seems there must have been a lot of prior construction to be able to calculate the sum of omega and lambda from that. Surely there are many places where the ladder could have been leaned against the wrong wall. (apologies for my lack of specificity)
>The fact that a black-body spectrum was predicted for the CMB and that >it has been observed are very significant. Yes, but not terribly material to the issue of a flat universe, unless you are incorporating "inflation" into it, along with the idea that inflation was the progenitor of the flat universe, which is a big circular assumption of the kind of which I speak.
>... within the context of Friedmann-Lemaître >cosmology, the curvature is everywhere the same. So, when we say "the >universe is (nearly) flat", we mean that it is flat even on large >scales, not trivially flat on local scales. It is the former that WMAP >measures. Well, that it is worked to do so, after starting with FRW, yes.
I would like to point out a fact about hyperbolic space which is not always appreciated: It is mandatory that a hyperbolic space be enclosed by a spherical, as hyperbolic space carries with it an asymptote as a boundary point, i.e. the line in the cone x0^2-x1^2-x2^2 ... -xn^2 = 0. It follows that the boundary DHn is a sphere. This leads to its enclosure (embedment) within a spherical manifold. So at very large distances, the hyperbolic manifold is overtaken by the spherical.
OK, that was hand-waving. Wish I could do better. Could I have done better 1000 years ago, when talking about the flat Earth? I don't know. But I am no happier about the flat universe today, than I would have been with the flat Earth back then. This is my predicament. I hope some of you erudite gentlemen can share these feelings.
Kent Paul Dolan - 22 Nov 2007 13:27 GMT > I would like to point out a fact about hyperbolic > space which is not always appreciated: It is [quoted text clipped - 6 lines] > manifold. So at very large distances, the > hyperbolic manifold is overtaken by the spherical. That would mean that given a line and a point separate from that line, there were at the very same time, "zero" and "many" parallel lines to the first line through that off-line point. Are we talking about the same concepts of a space having a geometry/topology?
> OK, that was hand-waving. A bit more than that.
I think you've just denied the mathematical meaningfulness of "counting" with that claim, since the concept "lines being parallel" explicitly considers behavior "to infinity".
xanthian. Granted, "calculus on manifolds" wasn't a class I understood all that well in college.
Phillip Helbig---remove CLOTHES to reply - 23 Nov 2007 10:25 GMT In article <mt2.0-26135-1195722582@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> On Wed, 21 Nov 07, Phillip Helbig wrote: > >eric@flesch.org (Eric Flesch) writes: [quoted text clipped - 11 lines] > many places where the ladder could have been leaned against the wrong > wall. (apologies for my lack of specificity) It's not a trivial calculation. We are talking about several Ph.D. projects to get to this conclusion. However, many people have obtained the same result independently with different methods, so I would say that it is a robust result, assuming basic stuff like general relativity is valid.
> >The fact that a black-body spectrum was predicted for the CMB and that > >it has been observed are very significant. [quoted text clipped - 3 lines] > inflation was the progenitor of the flat universe, which is a big > circular assumption of the kind of which I speak. No, no, no. The black-body spectrum reinforces the idea that the CMB is actually the "echo of the big bang" and not coming from some other source. Obviously, we have to be sure that we are observing the "echo of the big bang" before drawing conclusions which assume that that is what we are looking at. The curvature signal in the CMB has nothing to do with inflation, though. (Other aspects of the CMB, where the signal is weaker, can be investigated as to whether they are consistent with (some model of) inflation, but that is a different matter and independent of the observed values of Omega and lambda. In other words, the values of Omega and lambda we observe are quite secure. Another question, to which inflation is one possible answer (but not the only one), is WHY they have the values they do.)
> OK, that was hand-waving. Wish I could do better. Could I have done > better 1000 years ago, when talking about the flat Earth? I don't > know. But I am no happier about the flat universe today, than I would > have been with the flat Earth back then. This is my predicament. I > hope some of you erudite gentlemen can share these feelings. I think the comparison is bad. Even the ancient Greeks knew that the Earth is a sphere (by watching lunar eclipses, by watching ships at sea, by noting that the sun is higher in the south). Even in the middle ages, the number of people who actually believed the Earth is flat is exaggerated. (This was not the reason people thought Columbus was foolhardy, but rather because they thought he underestimated the size of the Earth, which he did, believing it was about 28.000 km in circumference rather than 40.000. They were right and he was wrong. They were correct in being sceptical about his ability to sail to Asia. Of course, he never sailed to Asia (though he believed so all his life).) The flat universe is something which is derived from observational data. While there was a time during which it was espoused with the same almost religious faith which simpletons might have had in the flat Earth, today it is an observational result. Just because someone believes something on faith doesn't mean that it has to be wrong.)
Eric Flesch - 27 Nov 2007 09:40 GMT On Fri, 23 Nov 07 10:25:39 GMT, Phillip Helbig wrote:
>eric@flesch.org (Eric Flesch) writes: >>there must have been a lot of prior construction to be able to calculate [quoted text clipped - 5 lines] >the same result independently with different methods, so I would say >that it is a robust result, assuming basic stuff ... is valid. OK, I don't know the underlying math, but I see the general idea is that the curvature of the universe is deduced by measuring the size of the brightest spots on the CMB. Because the spots are 1 degree across, we know the universe is flat to within 2%. Hmm. Mmph. MmmppphhhhhHAHAHAHA HA HA HA!!
Ahem, look at it this way. imagine reading the WMAP data without any preconceptions of any kind. You see some very small irregularities in an essentially homogeneous background, you fine tune it close to the instrument error, and you see some spots. The standard reaction is "Ooo, some spots!". Now, how did we get from there, to today's reaction, which is "Ooo, a flat universe!" ?
We got there by building a very large edifice. This edifice is FRW cosmology which is premised on a flat universe (i.e. requiring inflation, although I certainly note that you are an inflation skeptic, Phil, which I laud, but then there are those problems, etc). The FRW cosmology predicted the black body spectrum, which was duly found. This builds up a model of ionization out of which these spot sizes are calculated. Look, it's one platform on top of another. Do you really think that the whole edifice has been so accurately constructed that we can actually trust these results?
Various papers are published showing problems: (1) astro-ph/0605135v1 shows problems with the WMAP interpretation. (2) astro-ph/0604011v1 wonders why the WMAP result show us to be living just at the time when omega(tot) = 1 (3) astro-ph/0511628v1 says the SNe Ia observations disprove all current cosmological models to a confidence of 95%. (4) astro-ph/0709.3102v1 gives a review, shows problems, and says it all depends on the universe being flat. (5) astro-ph/0612106v1 is typical of many papers in that it says accleration is shown "if the universe is nearly flat" -- then it goes on to explain its result, but the premise of a flat universe is left unexamined -- typical of many papers.
So the point is, the whole edifice has been fine-tuned, from the top to the bottom, to stand and give a consistent result. Laudable, but it is separate from the question of if it is accurate. Really, the only evidence for that is that the black body spectrum was predicted and then found. That's pretty good, but does not have to be conclusive. A black-body spectrum is, after all, just a normal distribution over a logarithmic scale. That's not actually such a big deal. And if you compare the WMAP measurements with the original predictions, there's a fair bit of discrepancy. It's not like it fit like a glove or anything.
> The flat universe is something which is derived from >observational data. While there was a time during which it was espoused >with the same almost religious faith which simpletons might have had in >the flat Earth, today it is an observational result. It is sure presented that way. In another posting, you explained how the 1990s SNe Ia observations were initially held to confirm the "critical density" universe, and then, subsequently, shown to overturn it. The difference between the two stances? Just one data point, which was either utilized or dropped, depending on what result the team was trying to achieve. That religious faith hasn't died, Phil. The whole edifice is still supported by that flat universe assumption-conclusion-whatever.
There are hundreds of papers out there, building up a huge FRW big bang model, and in each paper there is a phrase like "assuming a flat universe". Who notices that phrase? What referee calls them on it? The whole confounded structure is standing on an unproven premise, because the "proof" is based on circular reasoning which uses the FRW cosmology to build the physical model by which the WMAP results are interpreted and so the flat universe "proved", and then the flat universe props up FRW.
Remember the first Superman movie? Superman catches Lois Lane, and says "Relax, Miss Lane, I've got you". And Lois Lane replies "You've got me? Who's got you?!?". And that is what we're missing. We need a Lois Lane in this business. Where is she?
>Just because someone believes something on faith doesn't mean that >it has to be wrong. That's right, but trivial.
Sorry to have been so wordy. I've pretty much said it all now. Phil, I see you are an inflation skeptic, which is great, but yours is a minority view. The majority is stomping all over you, and me, and everybody. And they are wrong. It is an unpublicized scandal.
Now I've done what I could. Thanks for engaging in this with me, and I hope it has given you food for thought.
Eric Flesch
Phillip Helbig---remove CLOTHES to reply - 28 Nov 2007 09:27 GMT In article <mt2.0-14262-1196156402@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> We got there by building a very large edifice. This edifice is FRW > cosmology which is premised on a flat universe (i.e. requiring > inflation, although I certainly note that you are an inflation > skeptic, Phil, which I laud, but then there are those problems, etc). Even for an inflation supporter, FRW has nothing to do with inflation and certainly nothing to do with presupposing flatness. Where did you get that idea?
> It is sure presented that way. In another posting, you explained how > the 1990s SNe Ia observations were initially held to confirm the > "critical density" universe, and then, subsequently, shown to overturn > it. The difference between the two stances? Just one data point, > which was either utilized or dropped, depending on what result the > team was trying to achieve. Wrong. The first results favoured the then standard model, but the errors were so large that later results were included. With more data points, the errors got smaller. No surprise here. And one didn't throw out the strange data point; it just became less significant when more data became available.
> There are hundreds of papers out there, building up a huge FRW big > bang model, and in each paper there is a phrase like "assuming a flat [quoted text clipped - 4 lines] > interpreted and so the flat universe "proved", and then the flat > universe props up FRW. If the observations indicate flatness, and they do, then for other purposes I might "assume" it. I think you are confused about what "assume" means in various contexts.
John Bailey - 20 Nov 2007 14:03 GMT >So I am looking for a reason to believe. What non-circular evidence >is there that the universe is flat? Or is this all just a house of >canards, er, cards? Like you, I find a flat universe unappealing. Assuming your question is rhetorical, try: http://xyz.lanl.gov/abs/0709.0886 "The scale and the substructure, i.e. 30 degree-radius rings and voids in the distribution of the excursion sets around the antipodes, reveal features of mirroring which cannot be explained either via global (integrated Sachs-Wolf effect) or local inhomogeneities of matter. The anomaly is also not close to the apex of the CMB dipole arisen due to the motion of the Earth i.e. of the detector. This mirroring effect can be the first empirical signature of a Universe with compact topology, potentially of either curvature."
and "The mirrored structures cannot be explained simply via inte- grated Sachs-Wolf effect or via nearby matter anomalies10, i.e. either by means of global or local inhomogeneities. Mirrored fea- tures however, would be expected in a Universe with a compact topology; for examples of hyperbolic and other spaces see e.g. ref.[11,12]. If we, indeed, deal with the first empirical signature of a compact space, this result and this method of analysis can open a new path towards overcoming the curvature/topology de- generacy and revealing the genuine shape of the Universe."
These references were originally intended as a response to a Sam Wormley post: http://groups.google.com/group/sci.physics/msg/3a3b73bb43d99816
John
Eric Flesch - 21 Nov 2007 08:38 GMT >" ... This mirroring >effect can be the first empirical signature of a Universe >with compact topology, potentially of either curvature." Yes, well, a pity the effect isn't clearer, or clear enough to shake up the flat-universe crowd. Imagine building a new instrument, and when it is turned on, suddenly the whole geometry of the universe is seen with crystal clarity. I suppose such a development would evoke claustrophobic feelings in some people ("we're living in a cage!"), so perhaps it's just as well.
Phillip Helbig---remove CLOTHES to reply - 21 Nov 2007 15:15 GMT In article <mt2.0-29857-1195567383@hercules.herts.ac.uk>, John Bailey <john_bailey@rochester.rr.com> writes:
> >So I am looking for a reason to believe. What non-circular evidence > >is there that the universe is flat? Or is this all just a house of [quoted text clipped - 12 lines] > effect can be the first empirical signature of a Universe > with compact topology, potentially of either curvature." Note that while, from time to time, observations have been interpreted as indicating a non-trivial topology, as far as I know none of them has really panned out. Also, the question of non-trivial topology is more or less independent of whether or not the universe is flat. Topology is global; curvature is local (and, of course, in a homogeneous universe it is everywhere the same).
Kent Paul Dolan - 21 Nov 2007 15:14 GMT > Now, valid mathematical models generally have > corresponding physical phenomena. That's an _extremely_ strange thing to believe about mathematics and mathematical models. Any old piece of nonsense most likely can be mathematically modeled in a self-consistent way. For example a model could possibly be created under which Burroughs Barsoom stories were on a planet that had breathable air, perhaps by earlier events colliding most of the Oort cloud with Mars leaving only the current remnant of snowballs. That model does not make the real Mars "habitable" as usually understood.
More than that, probably (almost certainly) a countable infinity of "valid mathematical models" could be created, of which the ones realizable/realized in the physical universe would be a subset of measure zero.
You certainly shouldn't let such a mindset drive you to speculate that the received wisdom of cosmology considered together with all its supporting evidence is incorrect _merely because_ other arrangements for some universe somewhere can be mathematically modeled. That way lies madness.
xanthian.
Oh No - 21 Nov 2007 15:17 GMT Thus spake Eric Flesch <eric@flesch.org>
>On Tue, 20 Nov 07, Phillip Helbig wrote: >>eric@flesch.org (Eric Flesch) writes: [quoted text clipped - 12 lines] >such a uniform background with a few wrinkles truly demonstrates a >flat universe. There is more to it than that. The spectrum of the "wrinkles" can be analysed. The result can be related to the curvature of the universe. There are a few anomalies, but basically this is a solid bit of work based on gtr as we understand it.
>And as for the black body spectrum, it is, after all, >just a normal distribution over a logarithmic scale, so what's the big >deal? It seems to me that a lot of prior construction has gone into >any conclusion that WMAP shows a flat universe, so there's the >circularity. Not really, but it does rest on an untested assumption in gtr and one we already know is wrong because Einstein pointed out an inconsistency. Classical electromagnetism does not mesh with gtr, in that our description of a classical e.m. wave from a distant source is not consistent with the description of the same e.m. wave as given by an observer close to that source. We also know that e.m. waves are more accurately treated in the quantum domain. We ought to assume that the interpretation of all measurements based on redshift from distant sources is likely to be wrong. I have done a number of tests within the galaxy which show that this is in fact the case, so I do not think much weight should be put on the analysis of WMAP.
>>> Simply, a hyperbolic space-time (in comparison with flat) yields a >>> greater number of faint close-up objects -- which is what we observe [quoted text clipped - 18 lines] >HUGE evidence that the universe is flat everywhere? Evidence that is >clear and non-circular? What is the best such evidence? As far as I know, WMAP is the only evidence.
Regards
 Signature Charles Francis moderator sci.physics.foundations. substitute charles for NotI to email
Eric Flesch - 22 Nov 2007 09:08 GMT >Thus spake Eric Flesch <eric@flesch.org> >>Sure, the universe is locally flat, but so is the Earth. So there is >>HUGE evidence that the universe is flat everywhere? Evidence that is >>clear and non-circular? What is the best such evidence? > >As far as I know, WMAP is the only evidence. Considering the FRW model antedates WMAP (and Boomerang) by a few decades, they would have walked a long plank over a hypothetical "flat universe". If they really have no evidence other than that, then I dare say a large scientific establishment has been built up on an assumption. There's a lot of inertia there. Hey, maybe if I shout at the big brick wall...
Hey people, IT'S A HYPERBOLIC MANIFOLD. There's NO ACCELERATING EXPANSION. NO DARK MATTER. NO DARK ENERGY.
Imagine if people had modelled the Earth like this 500 years ago. Local places expand compared with faraway places! Dark energy and dark matter are used to account for the dynamic effects which we cannot see or justify, but which must be there! Yes, this would be the theory of the Earth today if the Flat Earthers had never relaxed their grip. Grrr...
Hey people, IT'S HYPERBOLIC. THIS IS NOT HARD.
sigh...
[Mod. note: perhaps more argument in favour of your preferred model would be preferable to shouting! -- mjh]
Kent Paul Dolan - 22 Nov 2007 11:57 GMT >>Thus spake Eric Flesch <e...@flesch.org>
>>> Sure, the universe is locally flat, but so is >>> the Earth.
>>> So there is HUGE evidence that the >>> universe is flat everywhere? Let's see. Analogy time. Everywhere I look, without exception, and in no matter in how much detail I measure, from body mass to ear shape to tail length to replicated genomes, mixing Homo sapiens and Canus lupus in equal parts, I see werewolves. There is nowhere I can point my eyes to rest them from the sight of frolicking werewolves. Is that HUGE evidence that the werewolf theory is true, or is it "mere" evidence because it is all interrelated?
>>> Evidence that is clear and non-circular? No matter how many times you explain yourself, I fail to find anything convincing in your claim that the flat universe theory presupposes its conclusion in drawing that conclusion. Could you show your work in _much_ greater detail?
>>> What is the best such evidence?
>> As far as I know, WMAP is the only evidence. Everywhere we look, without exception, and in however much detail within our powers we investigate, we see the blackbody remnant radiation of the earliest possible electromagnetic radiation from the instant the universe stopped being opaque, we see structure in it that predicts well the massy component arrangements of the universe we see, and at every angular resolution and wavelength aperature we measure, that evidence predicted and now better measured confirms that the universe is flat. Is that HUGE evidence that the "flat universe" theory is true, or is it "mere" evidence because it is all interrelated?
> Considering the FRW model antedates WMAP (and > Boomerang) by a few decades, they would have > walked a long plank over a hypothetical "flat > universe". If they really have no evidence other > than that, then I dare say a large scientific > establishment has been built up on an assumption. Would you deny werewolves to exist as they chewed on your flesh, calling that universally visible werewolf evidence "an assumption"?
If not, why do you treat the WMAP evidence coursing through your very flesh from every possible direction any differently?
Yep, there are three viable alternative topologies for the universe, spherical, hyperbolic, and "flat". Only one of them can win, monkey odds rule without any starting evidence or presuppositions. What is it about the winner being the choice that agrees with everyday experience that offends you so?
Remember, "flat earth" was a theory held by mostly cranks living far from the sea or deep in theistic denial at every age. As far back as we have records kept of "science", we have scientists confirming and measuring the curvature of the earth, sometimes with remarkably modern looking results considering their tools were sticks and string.
"Spherical Earth", or at least Earth's curvature, was never in any doubt among the educated, the rational, or the normally observant. "Spherical earth" was the theory that agreed with everyday evidence, and it turned out to be the correct one.
Now, from as far away as we normally go to look, Earth looks very like a ball.
http://antwrp.gsfc.nasa.gov/apod/image/0711/earthrise_kayuga_big.jpg
Now, from as far away as we are situated from where to look, the universe looks topologically flat. That doesn't mean things are the least bit boring out there:
http://antwrp.gsfc.nasa.gov/apod/image/0711/arp87full.jpg
[How I would _love_ to understand the math that predicts _that_ result!]
It just means things are less than completely counterintuitive.
No topology surprises here folks, please just move along.
xanthian.
Phillip Helbig---remove CLOTHES to reply - 23 Nov 2007 10:26 GMT In article <mt2.0-26135-1195722516@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> >Thus spake Eric Flesch <eric@flesch.org> > >>Sure, the universe is locally flat, but so is the Earth. So there is > >>HUGE evidence that the universe is flat everywhere? Evidence that is > >>clear and non-circular? What is the best such evidence? > > > >As far as I know, WMAP is the only evidence. WMAP is perhaps the only experiment which, in itself, strongly indicates flatness. But others do so less strongly, and various combinations of experiments also indicate the same result strongly.
> Considering the FRW model antedates WMAP (and Boomerang) by a few > decades, they would have walked a long plank over a hypothetical "flat > universe". If they really have no evidence other than that, then I > dare say a large scientific establishment has been built up on an > assumption. There's a lot of inertia there. Hey, maybe if I shout at > the big brick wall... You seem to think FRW = flat. Where did you get that idea?
> Hey people, IT'S A HYPERBOLIC MANIFOLD. There's NO ACCELERATING > EXPANSION. NO DARK MATTER. NO DARK ENERGY. Your evidence, please?
Eric Flesch - 24 Nov 2007 16:17 GMT On Fri, 23 Nov 07 10:26:26 GMT, Phillip Helbig wrote:
>eric@flesch.org (Eric Flesch) writes: >> Hey people, IT'S A HYPERBOLIC MANIFOLD. There's NO ACCELERATING >> EXPANSION. NO DARK MATTER. NO DARK ENERGY. > >Your evidence, please? Tell you what, Phil, you trot out some dark matter and dark energy, and then I'll show you mine.
A better answer might be, the *absence* of dark matter and dark energy. Occam's razor. A hyperbolic manifold, embedded in a spherical manifold, can match to the current crop of SNe Ia Hubble diagrams very nicely. No need for all that accelerating expansion - dark matter - dark energy rubbish.
[Mod. note: Can it? I think that *would* be a better answer to Philip's question, but have you, or has anyone else, shown that it is in fact a correct one? --mjh]
Surely we are all agreed that the simplest model which accounts for all the observations, is the best model. The only thing which the flat universe has got going for it is that a thousand astronomers have labored (like monks in a monastary) on dressing it up. Your silk purse still looks like a sow's ear, guys! If only a few of you eminent researchers would put some work into the hyperbolic universe, you'd get some great results, I'm sure!
Eric Flesch - 26 Nov 2007 10:23 GMT >A better answer might be, the *absence* of dark matter and dark >energy. Occam's razor. A hyperbolic manifold, embedded in a [quoted text clipped - 5 lines] >Philip's question, but have you, or has anyone else, shown that it is >in fact a correct one? --mjh] It doubtless can, as the current mapping shows (see, e.g. astro-ph/0612196v1 Fig 1), "acceleration" peaking at z~.25 and relaxing onwards. Two curves, one convex and the other concave, can certainly be fit to this -- as mathematicians say, "you can always force it".
There is also the old "faint objects" problem, remember, that there are too many faint objects, i.e. galaxy stars at b=22. It's hard to find a reference to this now, but it was one of the standard problems in the 1990's. This is simply solved in hyperbolic space, as the shells of space increase faster than 4piR^2, so there are more objects, and seen more faintly than in flat space. So there would be an extra-dimension component to the full galaxy mapping, but any such map would need a "you are here" point, or some clever trick to handle the extra dimension.
That's as much as I can do, I'm afraid.
Phillip Helbig---remove CLOTHES to reply - 27 Nov 2007 08:36 GMT In article <mt2.0-17014-1196072599@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> >A better answer might be, the *absence* of dark matter and dark > >energy. Occam's razor. A hyperbolic manifold, embedded in a [quoted text clipped - 11 lines] > certainly be fit to this -- as mathematicians say, "you can always > force it". Yes, but is it a good fit? (Check out the original lyrics to "Tutti Frutti".) What is the best fit? Which fits can be rejected at a high level of confidence? A negatively curved universe without a cosmological constant doesn't fit well enough. A "chi by eye" isn't good enough.
> There is also the old "faint objects" problem, remember, that there > are too many faint objects, i.e. galaxy stars at b=22. It's hard to [quoted text clipped - 5 lines] > map would need a "you are here" point, or some clever trick to handle > the extra dimension. If you are talking about potential effects of negative curvature IN THE GALAXY, then the radius of curvature would be so small that the effects at extragalactic and cosmological scales would be HUGE.
Eric Flesch - 27 Nov 2007 09:40 GMT On Tue, 27 Nov 07 08:36:18 GMT, Phillip Helbig wrote:
>eric@flesch.org (Eric Flesch) writes: >> There is also the old "faint objects" problem, remember, that there [quoted text clipped - 6 lines] >GALAXY, then the radius of curvature would be so small that the effects >at extragalactic and cosmological scales would be HUGE. OK, you win that point. Any counterargument I could think of would be a contrived one.
Phillip Helbig---remove CLOTHES to reply - 26 Nov 2007 10:28 GMT In article <mt2.0-23372-1195921057@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> A better answer might be, the *absence* of dark matter and dark > energy. Occam's razor. A hyperbolic manifold, embedded in a [quoted text clipped - 13 lines] > eminent researchers would put some work into the hyperbolic universe, > you'd get some great results, I'm sure! This is simply wrong. The supernova data are publicly available. You have a list of objects with apparent brightness and redshift. You can fit the cosmological parameters Omega and lambda to them. You don't assume anything about the values. A hyperbolic universe without a cosmological constant simply doesn't fit the data.
Personally, I think one should approach observations without any sort of prejudice. However, it is a historical fact that the people doing the supernova observations were not expecting to find a positive cosmological constant, were surprised when they did, and checked and double-checked everything to avoid making fools of themselves (back at the time when this was considered an unlikely cosmological model). If anything, this should give one MORE confidence in their results.
Eric Flesch - 26 Nov 2007 10:31 GMT To the above I'd add that the hyperbolic space can be finite. As an example, take the typical model of the universe as a brane on a higher-dimensional bulk. Usually the brane is described as without thickness. But it could be thick. Say it is as thick as the distance to z=0.25, and the orientation across that thickness is the hyperbolic dimension. The orientation circling the bulk is the spherical dimension. The result would be that hyperbolicity would dominate out to z=0.25, and sphericity would rapidly replace it beyond that point. That is what the current Hubble diagram shows.
This is just an example. I expect the actual universal description to be stranger than anyone's come up with. But in the meantime, we blind men can do better than to say the elephant is flat.
Oh No - 22 Nov 2007 14:07 GMT Thus spake Eric Flesch <eric@flesch.org>
>On Wed, 21 Nov 07, Oh No <NotI@charlesfrancis.wanadoo.co.uk> wrote: >>Thus spake Eric Flesch <eric@flesch.org> [quoted text clipped - 10 lines] >assumption. There's a lot of inertia there. Hey, maybe if I shout at >the big brick wall... You are wrong. Before the WMAP/Boomerang data, and before the Supernova data, there was no reason to assume a flat universe. FRW models come in nine major types, with a couple of subcategories thrown in for good measure. If it had not been for the missing matter problem, and the timescale problem, I would think theoretical prejudice was most strongly in favour of a closed positive curvature model.
>Hey people, IT'S A HYPERBOLIC MANIFOLD. There's NO ACCELERATING >EXPANSION. NO DARK MATTER. NO DARK ENERGY. Shouting does not work. You have at least to start with a rigorous data analysis in the context of a valid cosmological model. At the moment the only models which are even reasonable are the FRW models based in standard gtr. The outcome of the data analysis in those models is quite clear, and gives a flat model with accelerating expansion, dark matter and dark energy.
Of course that does not mean that those are the only possible models. We know that gtr needs a fix to make it compatible with quantum theory and even with classical electromagnetism. We also know there are a range of astronomical measurements, e.g. MOND, Pioneer, lensing profiles, which do not make sense in the standard model. Imv the only place where any sort of fix or adjustment is reasonable, or perhaps even possible is the connection. That was also Einstein's view. The result of replacing the affine connection with the teleconnection is a closed universe, no missing matter, no accelerating expansion, no dark matter, no dark energy, no MOND, and an explanation for Pioneer acceleration.
[Mod. note: can I remind posters of the speculativeness criterion for s.a.r. postings -- it would be preferable not to assert that non-standard models explain phenomena without some qualification (or at least a reference to publications where these claims can be examined). Thanks -- mjh]
Regards
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Eric Flesch - 23 Nov 2007 08:34 GMT >You are wrong. Before the WMAP/Boomerang data, and before the Supernova >data, there was no reason to assume a flat universe. As explained in my posting "A Brief History...", Guth's inflation *requires* a flat universe, so there's your reason.
Oh No - 22 Nov 2007 18:07 GMT Thus spake Oh No <NotI@charlesfrancis.wanadoo.co.uk>
>[Mod. note: can I remind posters of the speculativeness criterion for >s.a.r. postings -- it would be preferable not to assert that non- >standard models explain phenomena without some qualification (or at >least a reference to publications where these claims can be examined). >Thanks -- mjh] The fact that Einstein pointed out the inconsistency between gtr and classical electromagnetism nearly eighty years ago should need no reference, even if it has been studiously ignored in standard cosmology. This being the case you might perhaps consider that standard models are at least as speculative at any based on the removal of that inconsistency, and remember your own guideline that argument from authority, in this case the authority being peer reviewed publication, is not a proper scientific criterion. Mathematical rigour, otoh is.
[Mod. note: a criterion might be to consider whether a reader new to the newsgroup could be expected to figure out what you're talking about and what its status is. They can do that for the standard model by picking up an undergraduate cosmology textbook: non-standard ideas require more explanation and perhaps more caveats -- mjh]
I have previously given reference to papers which can be examined.
gr-qc/0508077 A Relational Quantum Theory Incorporating Gravity
gr-qc/0604047 Does a Teleconnection between Quantum States account for Missing Mass, Galaxy Ageing, Lensing Anomalies, Supernova Redshift, MOND, and Pioneer Blueshift?
I will not say they are perfect, and am working on a new and more accessible account. Publication will depend on such things as finding a reviewer who does not think, for example, that if a curve has the same gradient as its tangent at a point, then that curve has that gradient everywhere, and is thus a straight line.
More strictly, I should say, that if a manifold has the same metric as its tangent space at a point, then the manifold has constant metric and is flat; for a one dimensional manifold, this reduces to the previous statement. This appears to be a case of that disease in applied mathematics where people glibly write down, "let f=f(x)" instead of "let f:x->f(x)", not realising that they have just said, let a function be equal to one of its values. Similarly general relativists typically talk of tensor fields (being tensor valued functions on coordinate space) as tensors. This being so prevalent these days, I am starting to despair of finding anyone who actually understands the subject.
Likewise peer reviewed publication of the empirical evidence appears to depend on finding a reviewer who does not confess that he doesn't know the difference between radial velocity and the component of velocity parallel to an axis, or one who doesn't say the results must imply that systematic errors on Hipparcos were more than four times greater than published statistical errors, or other similar nonsense.
Regards
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Oh No - 23 Nov 2007 10:22 GMT Thus spake Eric Flesch <eric@flesch.org>
>On Thu, 22 Nov 07, Oh No <NotI@charlesfrancis.wanadoo.co.uk> wrote: >>You are wrong. Before the WMAP/Boomerang data, and before the Supernova >>data, there was no reason to assume a flat universe. > >As explained in my posting "A Brief History...", Guth's inflation >*requires* a flat universe, so there's your reason. Perhaps, but it seems extraordinarily speculative to postulate inflation during a time of the universe when we have every reason to believe, from gtr, from quantum theory, and even from observation of isotropy, that the very idea of spacetime structure had broken down and ceased to make sense.
Regards
 Signature Charles Francis moderator sci.physics.foundations. substitute charles for NotI to email
Kent Paul Dolan - 23 Nov 2007 15:12 GMT > Thus spake Eric Flesch <e...@flesch.org>
>> As explained in my posting "A Brief History...", >> Guth's inflation *requires* a flat universe, so >> there's your reason. Well, no.
The era of inflation was an era where the laws of physics weren't the laws as they are today, because (at least) two of the fundamental physical forces hadn't yet differentiated themselves in a symmetry breaking event, IIUC.
It very likely isn't sensible to talk about the "flatness" of the universe, before its size reached sufficient multiples of the Plank length, before the changes in the structure of space slowed sufficiently that the speed of light assumed a value.
Before that, the concept of a measurement of flatness to precision sufficient to compare to what we measure today, is probably not even meaningful.
Again, IIUC, what that breaking symmetry did was take a universe in which energy density fluctuations putatively resembled white noise, and stretch its structure out until the remaining fluctuations were only very imperceptibly (though maybe only "in comparison to the prior case") differentiable from the mean value. On those barely perceptible remaining density fluctuations, amplified by gravity and time, rests the genesis of the current large scale (filament and bubble) (and maybe "medium scale" (individual galaxies and clusters thereof)) structure of our universe.
Guth's inflation didn't "require" a flat universe, that's muddle talk. It _created_ a flat universe, from one that was nothing like flat, more like "chaotic", and did it using the energy provided by the symmetry breaking that separated one fundamental force into two.
> Perhaps, but it seems extraordinarily speculative > to postulate inflation during a time of the [quoted text clipped - 3 lines] > spacetime structure had broken down and ceased to > make sense. Your sense/expression of time and causality is backwards there.
_That_ universe was the original one, _ours_ is the one which has "broken down", and one result of that "breaking down" is the flatness we perceive.
Thus, "inflation" goes from that Ur-state universe, via some symmetry breaking, to our broken-state universe, and given the tremendous predictive power of "inflation", the only "speculative" part of it seems to be trying to understand _why_ such symmetry breaking occurred, at a certain point of decreased energy density, at all.
That seeking for some gut level comprehensible "why" the events happened understanding of causality, in the happenings of a universe unobservable to us due to the uncertainty principle, is almost a "meta" question about physics. There isn't much issue about "whether" the events happened, any more, that I can see, and certainly not much "visible to me" controversy within mainstream cosmology about whether "inflation" is the discipline's "received wisdom" today. Efforts today seem to focusing on filling in the details and understanding additional implications of "inflation" , not on challenging the base idea.
[All the above is entirely "to the best of my understanding".]
xanthian.
Eric Flesch - 24 Nov 2007 10:20 GMT > > Thus spake Eric Flesch <e...@flesch.org> > >> As explained in my posting "A Brief History...", Guth's inflation > >> *requires* a flat universe, so there's your reason. > >Well, no. The era of inflation was an era where the laws of >physics weren't the laws as they are today, <etc> I meant that Guth's inflation paradigm requires that there be a flat universe *now*. I think that was clear enough.
Kent Paul Dolan - 24 Nov 2007 15:58 GMT > I meant that Guth's inflation paradigm requires > that there be a flat universe *now*. I think that > was clear enough. Obviously, it wasn't.
And I still don't see that statement by you lending any support to your contention that the argument for a flat universe uses flatness in its premises to argue for flatness in its consequences.
Guth's "inflation" _explains_ "flatness", it doesn't _presume_ flatness. It explains flatness as a _consequence_ of the universe expanding unfathomably rapidly, not as a cause of that expansion.
Inflation's antecedent is "a symmetry broke when energy density dropped", not "the universe is known to be flat".
xanthian.
Phillip Helbig---remove CLOTHES to reply - 26 Nov 2007 10:25 GMT In article <mt2.0-15859-1195899659@hercules.herts.ac.uk>, eric@flesch.org (Eric Flesch) writes:
> > > Thus spake Eric Flesch <e...@flesch.org> > > >> As explained in my posting "A Brief History...", Guth's inflation [quoted text clipped - 5 lines] > I meant that Guth's inflation paradigm requires that there be a flat > universe *now*. I think that was clear enough. Yes, a generic prediction of generic inflation is that the universe is so big that it is flat in the sense that you don't notice the curvature of the Earth in your back yard. But it says nothing about whether the global topology has positive, negative or zero curvature.
Oh No - 24 Nov 2007 10:18 GMT Thus spake Kent Paul Dolan <xanthian@well.com>
> > Perhaps, but it seems extraordinarily speculative > > to postulate inflation during a time of the [quoted text clipped - 5 lines] > >Your sense/expression of time and causality is backwards there. The ordering I use is one of logic, not of time or causality. Before we can talk of spacetime we must be able to talk of the possibility of carrying out measurements of time and position. At the very least, there must exist the kind of physical process which enable us to discuss time and position coordinates, repeating processes from which clocks can be made, exchange of photons and so forth. The processes which give rise to spacetime structure clearly break down at a singularity; that is the very meaning of a singularity. What we cannot say with any level of certainty is when or where, in the vicinity of a singularity it becomes meaningful to talk of space-time structure.
>_That_ universe was the original one, _ours_ is the one which has >"broken down", and one result of that "breaking down" is the flatness >we perceive. Spacetime is a four dimensional structure. One cannot have one time in the universe without the existence of all other times. It is no more logically correct to say that one time results from another than to say the second results from the first.
>Thus, "inflation" goes from that Ur-state universe, via some symmetry >breaking, to our broken-state universe, and given the tremendous [quoted text clipped - 11 lines] >seem to focusing on filling in the details and understanding additional >implications of "inflation" , not on challenging the base idea. Efforts today are largely directed against understanding the foundations of physical theory. Nothing comes of thinking about measurement the way Einstein did, or Von Neumann did, they say. Perhaps nothing comes of it because effort is directed away from it. Without first understanding foundations we have little prospect of understanding fundamental physical processes, and we then have little prospect of understanding the processes in the big bang. What we are left with is positivism and efforts in metaphysics in the strange hope that if you invent a mathematical structure it might produce physical results.
Regards
 Signature Charles Francis moderator sci.physics.foundations. substitute charles for NotI to email
Kent Paul Dolan - 24 Nov 2007 16:00 GMT > Thus spake Kent Paul Dolan <xanth...@well.com> >> Charles Francis wrote:
>>> Perhaps, but it seems extraordinarily speculative >>> to postulate inflation during a time of the [quoted text clipped - 3 lines] >>> spacetime structure had broken down and ceased to >>> make sense.
>> Your sense/expression of time and causality is >> backwards there.
> The ordering I use is one of logic, not of time or > causality. More "illogic", I'm afraid.
> Before we can talk of spacetime we must be able to > talk of the possibility of carrying out > measurements of time and position. Not at all.
Before we can talk about measurements, space time must have sufficient extent to exceed the Plank length, but that implication doesn't run the other direction; we can perfectly well talk about "time" before we can "measure spacetime", and that is done quite regularly.
> At the very least, there must exist the kind of > physical process which enable us to discuss time > and position coordinates, repeating processes from > which clocks can be made, exchange of photons and > so forth. That's an argument by assertion, and its consequences don't seem to have _any_ antecedents. Do you have anything better to offer?
> The processes which give rise to spacetime > structure clearly break down at a singularity; That's not only more argument by assertion, it is muddle talk. Spacetime may well have splendid and complex structure at a singularity, we just can't observe it "from here", but that doesn't mean the processes operating there can't respond to it, they're plenty "close enough" to it.
It's wonderful to say, as science does, that what we can't measure we can't claim to know to exist, but science is even more careful to say that what we can't measure we can't claim to know _not_ to exist.
Again, your attempt to reason _in English_, with action verbs that imply causality but run counter-temporal to causality, like "break down", are filling you with confusion.
You can't have it both ways, you know.
Either the universe exists for all of time and space at once, in which case nothing at all is "happening" and causality is an illusion and "the direction of causality" a meaningless noise, there's just a frozen four-dimensional object "the universe" in which nothing can possibly "break down", or else the universe exists as we perceive it, only in the present moment, and you need to respect the direction of causality in describing happenings because from "here", causality _has_ a direction, the direction of the perceived flow of time.
> that is the very meaning of a singularity. Well, no, and you're suffering from a mindset problem of considering the Ur-singularity as if it were just another black hole. It certainly behaved nothing like one, so very likely it wasn't like one, it didn't have the same physics as the black holes today because the forces of physics were one force (or fewer forces) and that one different from what exists now, and so the same mindset used for "singualarity" today need not apply _at all_ to the Ur-singularity.
For example, a "black hole" is a "singularity" strictly courtesy of being a phenomenon of that force of physics called _gravity_; when no force equivalent to gravity even existed, what does it MEAN to call the big bang "a singularity"?
> What we cannot say with any level of certainty is > when or where, in the vicinity of a singularity it > becomes meaningful to talk of space-time > structure. That, also, is both naked assertion and also muddle talk. If you can't measure locations, there's no "where", if you can, there is. Where is the boundary? Also well known: when the size of the universe exceeds the Plank length.
>> _That_ universe was the original one, _ours_ is >> the one which has "broken down", and one result >> of that "breaking down" is the flatness we >> perceive.
> Spacetime is a four dimensional structure. One > cannot have one time in the universe without the > existence of all other times. That is argument by assertion, and also buys into an undemonstrated and quite possibly false metaphysics, that the future "exists in advance" rather than unrolling as needed at the cusp of the present, that the past "exists now" despite that it is entirely inaccessible to us.
> It is no more logically correct to say that one > time results from another than to say the second > results from the first. Again, unsupported muddle talk. The ambiguity in space time cones requires 4d freedom. Fix the three space coordinates and there is no ambiguity at all.
If causality is meaningful, then the future very much depends on the present. Things just get quite confused when the distances involved become timelike rather than spacelike.
> Efforts today are largely directed against > understanding the foundations of physical theory. I'm pretty sure that "paranoia" isn't a valid basis for overturning the received wisdom of cosmology with some insufficiently analyzed and evidence free alternative theory based on distaste for the consequences of the received wisdom's dicta.
> Nothing comes of thinking about measurement the > way Einstein did, or Von Neumann did, they say. Name dropping to make _your_ approach look like it must be as valuable as those of successful and famous contributors? Why bother?
I'm afraid your "they" is entirely in your head.
The great upwelling of alternative vantages from which to view cosmology over the past decades shows quite clearly that for the entire community, all avenues to achieve some Grand Unification are being pursued with all the lust and avidity and intensity and equation scribbling and revision that a thesis committee's imprimature of "acceptance" or a Nobel committee's tap on the shoulder can impel.
Yes, there is a great ferment.
Yes, some theories rise and quickly sink out of sight again. But to pretend that the ferment isn't happening because the quest has yet to succeed is muddle think.
> Perhaps nothing comes of it because effort is > directed away from it. More paranoia and pretense to know what is happening on blackboards you aren't observing? This isn't healthy thinking. Perhaps you need not to do that?
> Without first understanding foundations we have > little prospect of understanding fundamental > physical processes, and we then have little > prospect of understanding the processes in the big > bang. And you don't find, say, "string theory" that removed the need for the big bang to be of zero extent, precisely a probe into "foundations"?
Or M-brane theory, that attempts to change the nature of the big bang from singularity to otherwise, to be a probe into "foundations"?
> What we are left with is positivism This is offensive to you, precisely why?
> and efforts in metaphysics Muddle speak.
> in the strange hope that if you invent a > mathematical structure it might produce physical > results. That's just more muddle speak, but the flavor of your discontent shines through the dull haze of it a bit.
I've complained about the same "if an internally consistent theory can be written, then it must be reified", here recently.
That objection to superstitious nonsense doesn't detract one bit though from the value of doing something seemingly similar but really quite different: creating internally consistent theories better and more deeply to predict what is _already known_ to be reified, the observed universe.
xanthian.
Oh No - 26 Nov 2007 10:24 GMT Thus spake Kent Paul Dolan <xanthian@well.com>
>Oh No <N...@charlesfrancis.wanadoo.co.uk> wrote: > > Thus spake Kent Paul Dolan <xanth...@well.com> [quoted text clipped - 21 lines] > >Not at all. Please study Einstein's thought and work.
>Before we can talk about measurements, space time >must have sufficient extent to exceed the Plank >length, You have no empirical basis for such an assertion. You should study Einstein's thought and work.
>but that implication doesn't run the other >direction; we can perfectly well talk about "time" >before we can "measure spacetime", and that is done >quite regularly. Certainly we have to have a clock to measure time before we can even think of measuring spacetime, but I suspect you are talking of discussing time in the absence of a clock. That may be done quite regularly, but it is metaphysics.
> > At the very least, there must exist the kind of > > physical process which enable us to discuss time [quoted text clipped - 5 lines] >consequences don't seem to have _any_ antecedents. >Do you have anything better to offer? I can only ask you to think deeply about the assertion, in the manner in which Einstein did. It is an empirical fact, with vital consequences shown in the 1905 paper, and has no need of further support.
> > The processes which give rise to spacetime > > structure clearly break down at a singularity; [quoted text clipped - 5 lines] >processes operating there can't respond to it, >they're plenty "close enough" to it. Spacetime is what we observe. Your response is itself metaphysics and muddle talk.
>It's wonderful to say, as science does, that what >we can't measure we can't claim to know to exist, >but science is even more careful to say that what >we can't measure we can't claim to know _not_ to >exist. Science says neither. It does say that logical deduction about what exists should be based on observation, not on metaphysics.
>Again, your attempt to reason _in English_, with >action verbs that imply causality but run >counter-temporal to causality, like "break down", >are filling you with confusion. Please distinguish your own lack of understanding from my confusion.
>Either the universe exists for all of time and space >at once, in which case nothing at all is "happening" [quoted text clipped - 11 lines] > >Well, no, Please study the mathematical definition of a singularity.
Regards
 Signature Charles Francis moderator sci.physics.foundations. substitute charles for NotI to email
Oh No - 28 Nov 2007 17:20 GMT Thus spake Eric Flesch <eric@flesch.org>
>On Fri, 23 Nov 07 10:25:39 GMT, Phillip Helbig wrote: >>eric@flesch.org (Eric Flesch) writes: [quoted text clipped - 12 lines] >across, we know the universe is flat to within 2%. Hmm. Mmph. >MmmppphhhhhHAHAHAHA HA HA HA!! If you do not understand the math, you are in no position to laugh.
>We got there by building a very large edifice. This edifice is FRW >cosmology which is premised on a flat universe Not. A flat universe is only one possibility among FRW cosmologies.
>(i.e. requiring >inflation, Not. Inflation is a break from a straight FRW cosmology, one which I don't even think makes sense within the context of gtr and FRW cosmology.
>although I certainly note that you are an inflation >skeptic, Phil, which I laud, but then there are those problems, etc). [quoted text clipped - 3 lines] >you really think that the whole edifice has been so accurately >constructed that we can actually trust these results? The edifice, as you call it, has been constructed by mathematicians whose interest and strange mental abilities mean that constructing things with extreme accuracy is what they do. If you don't follow the maths, you are in no position to knock it.
>So the point is, the whole edifice has been fine-tuned, from the top >to the bottom, to stand and give a consistent result. Not. It is based on general and for the most part, almost undeniable principles. If you wish, for example, to throw away the general principle of relativity, that local laws of physics are universally the same, then you throw away our ability to do science at all.
> Laudable, but >it is separate from the question of if it is accurate. Really, the [quoted text clipped - 3 lines] >distribution over a logarithmic scale. That's not actually such a big >deal. Actually, given how difficult it is to produce a black body spectrum from physical processes, it is quite a big deal.
>And if you compare the WMAP measurements with the original >predictions, there's a fair bit of discrepancy. It's not like it fit [quoted text clipped - 17 lines] >bang model, and in each paper there is a phrase like "assuming a flat >universe". Those are not papers which build up the FRW cosmology, but ones which derive results assuming results from the particular FRW cosmology which fits observation.
> Who notices that phrase? Everyone, I would say. Mostly they understand it.
> What referee calls them on it? >The whole confounded structure is standing on an unproven premise, >because the "proof" is based on circular reasoning which uses the FRW >cosmology to build the physical model by which the WMAP results are >interpreted and so the flat universe "proved", and then the flat >universe props up FRW. If you don't understand the maths, you are in no position to make such an accusation. It is quite unfounded. FRW cosmology is based on the general principle of relativity, together with assumptions of homogeneity and isotropy (the matter distribution is everywhere roughly the same and shows no directional preferences), plus Weyl's postulate, we can model the motion of galaxies in the manner of a perfect fluid. There is not a lot there which you can meaningfully change, though people do make changes, and sometimes manage to show that the changes conflict with observation.
The only things I can think of reasonably open to change are
a) whether the cosmological constant is actually constant. This is subject to empirical testing by quite a number of groups using different methods. So far no indications that it is not constant.
b) the affine connection, which Einstein tried to change. So far no accepted results have come, but I believe my own research does change it successfully. The result is still an FRW cosmology, but one which is not flat, and in which inflation has no part.
Regards
 Signature Charles Francis moderator sci.physics.foundations. substitute charles for NotI to email
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