Cosmology, George Ellis | Lecture 2 of 4
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First of four lectures on Cosmology given by George Ellis at the African Summer Theory Institute in 2004. Lectures can also be found here: http://www.asti.ac.za/lectures.php
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nothing before the BB? Why not imagine a model that stretches back to the void. If the void was singular concept, the information content is that there was indeed, one void. This is the only label of identification which can be stated. Also imagine there was no mathematics (as of yet) to describe that "oneness", giving the void identifier an "impetus without form". This impetus is the seed that started the evolution to the chaos, which is impetus with unstable form, of which areas within the chaos"froze out" by random process into areas with more form, the beginnings of logic, or stabilizing of values within this chaotic froth. As the logic evolved, numerical structures were allowed to stabilize, then manifest into increasingly complex forms, which eventually describe all possible stable data, or a "software" if you will, of a description of our, and other universes. The mathematical description of a sphere would allow a readout of PI, which could explain the innate relationship between math and geometry. This model could allow a logic path from the void to the working universe of today...time would be required to allow any evolution from void to us, as time is any register of change, however infintesimal, the first "tick" being the void to chaos interval...
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I think in order to break apart nuclei not only the energy, but extreme densities are needed, that will lead to asymptotic freedom. Anyway, thanks for lectures!
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