In castigo nelle bolle di vuoto. Tutto calcolato.
I found (I do not literally) but reading between the lines (but not too much) that there are these vacuum bubbles, in which one if you want you can also hide.
That is to say it better ... the high-energy collisions could (I like the conditional, and hope) form of vacuum bubbles in which the whole universe gradually plunge in search of quiet.
What? It takes so little to feel good? and where you must press this button? I have to buy the stereo Twisted 80's picnic in the mountains with my order to release the energy high? How do you arrange for a row?
whole universe is understood in a literal sense, or is it a cosmic metaphor? I also fit the place up.
quiet. What a beautiful word.
Making of quick calculations I believe that there is no better way to stay vigilant and mocking face of this matter that occupies space and it makes us nervous. Okay
makes me nervous. to the point that I have to invent a way to understand how andare in castigo.
Vogliamo ora descrivere l'evoluzione nel tempo della bolla dopo la sua formazione.
La soluzione di bounce vive nello spazio euclideo, che si è ottenuto ponendo t= ? ( e mica lo so...)
Analogamente a quanto visto per il problema della cinematica di una particella soggetta ad un particolare potenziale un campo soggetto ad un potenziale posta inizialmente nello stato di falso vuoto decade per effetti quantistici nello stato di vero vuoto dopo un tempo t, che fissiamo come l'origine dei tempi. ULLALA'
L'equazione è il prolungamento analitico dell'equazione di campo nell'euclideo posto ; quindi la sua soluzione è ottenibile dal prolungamento analitico del bounce, ovvero: You know ...
in the approximation of thin wall (NO LIGHT?) The false vacuum is separated from the true vacuum by bubble wall, localized. The expansion of the bubble is then described by a hyperbolic trajectory
If then R (WHAT?) Is small (IF SO ... I never knew when you were told well in school, as if ... then ... but who decided?) the bubble expands almost instantly at the speed of light. Referring to Figure 8 in a stationary observer O receives information regarding the existence and the expansion of the bubble at the point of intersection P of the universe with its line of the cone of light from the bubble. The same observer from a state of false vacuum to a true vacuum state at the point P 'of intersection between the line of his universe and the hyperboloid, which describes the evolution of motion of the bubble.
seems to me clear. And I want to be a friend dell'iperboloide.