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Eridanus Supervoid May Explain Cosmic Microwave Background Anomalous Cold Spot

By: William Brown, Biophysicist at the Resonance Science Foundation

A lot of information about the large-scale nature of the universe can be derived from detailed analysis of its ubiquitous thermal electromagnetic field, called the cosmic microwave background (CMB), for instance analysis of suppressed fluctuations at large wavelengths reveals a closed geometry of the universe— a torus-type geometry as we described in the RSF article A New Signature of a Multiply Connected Universe [1].

Inhomogeneities attributed to quantum fluctuations during the inflationary period are amplified across large-scale universal structure, and when inflation ends, they become density fluctuations and cause the differences in temperature observed in the CMB. Its an intriguing signal to study because it reveals an epoch when atomistic and cosmological structure where one-and-the same, and quantum behaviors that typify nature evolves into large-scale structural features of the universe. (Credit...

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A New Signature of a Multiply Connected Universe

By: William Brown, Biophysicist at the Resonance Science Foundation

Scientists have measured an upper-bound to the size of the Universe using the Cosmic Microwave Background (CMB) temperature gradient field [1]. The results show that the universe is most likely multiply connected, which means that it is finite, and the topology is such that it closes back in on itself—such that on the largest scale the universe has the geometry of a torus (and has a global positive curvature). This is contrary to the conventional cosmological models of the universe that model it as spatially infinite and topologically flat—assumed parameters that the researchers of the latest study demonstrate do not match the CMB temperature gradient data.


If the universe were spatially infinite and topologically flat, then the temperature fluctuations seen in the CMB would occur across all size scales—however this is not what is observed in the data. If, instead, the universe has a finite size...

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