Hi...
Can someone account in general for how this view is supposedly backed by the data from that telescope?
Cause the view itself seems to be the usual BB theory one, where the universe can be traced back supposedly to an incredibly minute state in a point of time infinitesimally after time "started". So i have to suppose that the data they gathered with the telescope has to be itself very impressive. Any knowledge of what that would be?
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Btw, the idea that something (not just a universe, but a smaller distinct progression) "starts" with a massive increase in the very beginning, and then a less rapid increase, is neither new nor that unusual. Just about any spiral develops in that way, with rapidly getting from "zero" to the first point (usually 1), and then having less rapid increases, or some other parameter of it has analogous less rapid increase. By contrast the stable parameters (most of the time some irrational number like phi or pi) define states in those systems at an "infinite" point of their development.
from the bbc article said:The aim has been to try to find a residual marker for "inflation" - the idea that the cosmos experienced an exponential growth spurt in its first trillionth, of a trillionth of a trillionth of a second.
Theory holds that this would have taken the infant Universe from something unimaginably small to something about the size of a marble. Space has continued to expand for the nearly 14 billion years since.
Can someone account in general for how this view is supposedly backed by the data from that telescope?
Cause the view itself seems to be the usual BB theory one, where the universe can be traced back supposedly to an incredibly minute state in a point of time infinitesimally after time "started". So i have to suppose that the data they gathered with the telescope has to be itself very impressive. Any knowledge of what that would be?
*
Btw, the idea that something (not just a universe, but a smaller distinct progression) "starts" with a massive increase in the very beginning, and then a less rapid increase, is neither new nor that unusual. Just about any spiral develops in that way, with rapidly getting from "zero" to the first point (usually 1), and then having less rapid increases, or some other parameter of it has analogous less rapid increase. By contrast the stable parameters (most of the time some irrational number like phi or pi) define states in those systems at an "infinite" point of their development.