This question was asked by @Ray Buttler. I also asked the same question to SDSS. While I wait for their response, it would be great if I could get your opinion.
I was and still am puzzled by this question. First because I am not familiar with the protocols of data collection used in Astronomy (drift-scan). I used to be an experimentalist and always believe people do their job perfectly (data collection), so I tend not to expect experimental artifacts. If there are, SDSS should had told me when I asked them.
Let's analyze the measurement at hand. The details of the profile shown in the ManyBangsGlobal plot below are due to observational positioning and comoving number density. Comoving number density was hypothesized as a proxy to mass. I considered that the fiber bundles would be collecting light of a galaxy and from the redshift and luminosity, astronomers would derive a number density - (the likely number of stars that created that amount of light at that distance).
CellGalaxyDensity plots that distribution for all DEC and RA (no aggregation was used other that of a cell of dimensions 0.1 degree squared versus 0.001 R_0). There are two conclusions one should derive from that plot:
In summary,
One could think that this profile was reached in a single Bang. That would require explanation for what drives the pattern.
A much better model would be the one I proposed - that the density was created by the sloshing of acoustic waves driven by the Neutronium decay.
There are 1.3 million objects in the picture. I will continue investigate angular distribution of clusters.
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I observed this profile (see video) embedded in the SDSS data.
I would like to learn about your opinion on how these modulations were created.
The plot is a cross-section of the map of the Universe at the current epoch along the Declination vs distances (alpha) vs galaxy density (summed Comoving NZ on rounded off distances, DEC and RA).
The calculation is present in this repository:
https://github.com/ny2292000/TheHypergeometricalUniverse
video to help setting up the python environment is here:
https://www.youtube.com/watch?v=04JeZ1n4qNI
video showing the Big Pop and Banging Universe Cosmogenesis theory:
https://www.youtube.com/watch?v=r54AQc2BR5c&t=115s
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Notice that the profile is not just a simple result of larger distance -> distance-squared number of galaxies. One can easily divide the profile by distance-squared and still be left with a bump.
In addition, the gross contribution to the profile comes from zDensity (density of galaxies at z redshift) that has nothing to do with angular telescope orientation since z and angles are supposedly independent.
The fine structure of the profile comes from comoving NZ, which is also independent of angles.
Attached is the 2-point correlation (divided by distance squared) and taken with a center at 0.06 of the radius of the Universe (13.58 Gly). Also FFT of 2-point correlation/ zDensity/dDensity.
Only the 2-point correlations were divided by distance-squared. zDensity/dDensity were not. zDensity is just the aggregated number of galaxies per z. dDensity is the aggregated number of galaxies per distance.
Let me know what you think.
A corollary of this question is: How does this affects the 150 Mpc bump of the 2-point correlation by Beutler et al? How does this affects Dark Matter claims derived from that bump?
ps- Many Bangs plot is the galaxy density deposition by the Many Bangs during the first 3012 years of the Universe existence (Just after the Big Pop). Each curve corresponds the looking across the Universe map around a given angle.
Many Bangs is the cross-section DEC (RA) vs Distance vs Galaxy density.
RA (DEC) is summed up (aggregated), so there is not specific RA value used.
Similarly, when you don't see RA or DEC it is because it has been summed up.