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In article ,
Oh No writes: Most of the low redshift SNe are old discoveries, from a time when they were mostly found by amateurs with a good memory for galaxies. I don't immediately have information on where their positions are, but it is highly unlikely that they are closely correlated. Make that "highly likely." You are not the first physicist to overlook practical aspects of astronomy. Such a phenomenon would so radically contradict fundamental assumptions What phenomenon? Seasons? Earth having larger population in northern hemisphere? Galactic extinction? Non-uniformity of surveys? Large scale structure in the local Universe? Velocities from large scale structure? [Ned Wright] does not see the need for the removal of SN at less than z0.023, which Riess did for precisely the sort of reason you have stated. Wood-Vasey removed SN at z0.015. So all the experts either remove or de-weight the very nearby SNe. Why do you suppose they do that? By the way, you aren't using uncorrected heliocentric velocities, are you? Astier et al. (2006 A&A 447, 31, Table 8) corrects the velocities to the CMB frame. Have you done that with the other data? (It won't matter at high redshifts, of course.) ...the inclusion of systematic errors is likely to radically lower the value of chi^/dof one obtains. Indeed. As you say, treating systematic errors statistically is dubious. I appreciate your efforts to combine the data sets and derive the best conclusions possible, but I don't think a purely statistical approach has any hope of success. Instead one has to understand exactly where the systematic differences come from. Despite that, given your results so far, it seems unlikely that the existing SN data will distinguish beteen the models. I believe the indications in the data are that we actually have three distributions here, That would be quite an interesting result, if correct. I'm done with this thread, but if you try to publish your results in astronomy journals, I expect the referees will be curious about the same things I am. -- Steve Willner Phone 617-495-7123 Cambridge, MA 02138 USA (Please email your reply if you want to be sure I see it; include a valid Reply-To address to receive an acknowledgement. Commercial email may be sent to your ISP.) |
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Thus spake Steve Willner
In article , Oh No writes: Most of the low redshift SNe are old discoveries, from a time when they were mostly found by amateurs with a good memory for galaxies. I don't immediately have information on where their positions are, but it is highly unlikely that they are closely correlated. Make that "highly likely." You are not the first physicist to overlook practical aspects of astronomy. I don't think I expressed myself properly. It is highly likely that they are correlated. For example I believe a disproportionately large number of SN have been found by a single observer in Australia, who is obviously only observing the night sky in that part of the world. What I meant was that they are still not likely to be in extremely tight groups, or even two in the same galaxy if I remember the frequency with which they occur even vaguely correctly. [Ned Wright] does not see the need for the removal of SN at less than z0.023, which Riess did for precisely the sort of reason you have stated. Wood-Vasey removed SN at z0.015. So all the experts either remove or de-weight the very nearby SNe. Why do you suppose they do that? By the way, you aren't using uncorrected heliocentric velocities, are you? Astier et al. (2006 A&A 447, 31, Table 8) corrects the velocities to the CMB frame. Have you done that with the other data? (It won't matter at high redshifts, of course.) I am sure Riess does that, but I will double check. ...the inclusion of systematic errors is likely to radically lower the value of chi^/dof one obtains. Indeed. As you say, treating systematic errors statistically is dubious. I appreciate your efforts to combine the data sets and derive the best conclusions possible, but I don't think a purely statistical approach has any hope of success. Instead one has to understand exactly where the systematic differences come from. I am sure you are right. But of course this means that I would have to go right back to raw data and not use the prepared tables. It is a much bigger job. I would have a lot to learn. Despite that, given your results so far, it seems unlikely that the existing SN data will distinguish beteen the models. That is probably true. I believe the indications in the data are that we actually have three distributions here, That would be quite an interesting result, if correct. I think so. But again attempting to prove it is a much bigger job. If I could prove it, then the chance of distinguishing between the models might be quite good - particularly as it looks like the result of doing this could give a rather unlikely value of Omega and correspondingly low age for the standard model. Instead of feeling that I can only trust a dataset of about 125 SN, I would have three datasets with a combined total of about 300SN, and with much smaller chi^2 values. The trouble is of course that this kind of analysis with mixed distributions is generally very difficult and only rarely is it possible to prove anything. Without clear criteria for which distribution each SN belongs to, one ends up assigning them by hand. Just possibly, if I went back to raw data and could separate the statistical and systematic errors, I may be able to get an adequate criterion, but it is by no means certain. I'm done with this thread, but if you try to publish your results in astronomy journals, I expect the referees will be curious about the same things I am. Whether I take this line of research further depends on what time I have after completing other tasks. For now, all I am intending to attempt to publish is a statement regarding consistency between theory and data, together with remarks on what kind of data would be necessary to distinguish, essentially deferring the prospect of a result until after SNAP. Regards -- Charles Francis substitute charles for NotI to email |
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