[Marko]

Cosmological constant,strength of the gravity, strength of the electric force,amplitude of irregularities in the cosmic microwave background,number of spatial dimensions,relative density of the universe,ratio of hydrogen that converts in helium via fusion in the Big Bang - they are all constants in our universe. But before our Big Bang, according to the Multiverse theory, this numbers could have been different. In fact, by pure accidents and randomness, they could govern a infinite number of „exotic universes“,with this „exotic laws of nature“..My question is : are the values of this constants deductable to some finite interval ( like the temperature - it has its min.( Gibbons-Hawking temperature) and max.(Planck temperature) because after this points there is no significant difference in the behavior of the particles ( at least I think so)). Can we apply some similar theory on this constants? Maybe a detailed computer analysis ,simulation could give some answers? If this is so,if we could deduct them to some finite interval,I think we could conclude that there is finite number of combinations of laws of nature in the Multiverse, extremely huge number (billions of billions), but still finite.Then this billion of billions laws of nature could be explained by the billions of the mathematical solutions in the string theory, which are used to describe collisions between strings which may lead to the Big Bang. This would clarify a lot of things to us,it would definitely help us to understand better our position and future in the universe.

I am aware that there is a lot of speculations........ but do we have a choice?

I will appreciate any answer or idea!


Regards!
Marko