No, you're not making them up. Penrose and Hoyle I know to be mathematician and astronomer, but I'll concede, since your sources tag "physicist" to their respective titles.
Regardless, you're still talking about the parameters being what they are, not whether or not they can vary. To plug something into a Bayesian inference, you need a probability. The probability can't be based on the fact that parameters, if different, won't arise to life--it has to be based on how likely those parameters are set such that they lead to life.
Again, this just shifts the Fine Tuning up a level. If the constants are somehow set-in-stone, why are they set at the particular values that allow for a life-permitting universe? That would just be a stronger version of E:
E1: The constants are balanced in a precise manner to support life
E2: The constants are set such that their values are all life-permitting, and all possible universes are life-premitting
Pr(E1/H) >> Pr(E1/~H)
Pr(E2/H) >> Pr(E2/~H)
As long as you're using plato.standord.edu:
...so it appears there are multiple models to consider. Furthermore, there doesn't appear to be a consensus. Which do you pick? You can include all of them, by the way, but nobody seems to have done so. Don't forget--we have no reason to rule out the model where none of the parameters can vary, so it should be considered as well.
There may not be a consensus about the number of constants that have to have precise values, but it doesn't follow that the number could be 0. It could be there's a baseline of 20 or so constants that have to have precise values to allow for life and speculation about another couple dozen. The source I cite states:
"But the apparent probability of all the necessary conditions sufficient to allow
just the formation of planets (let alone life) coming together just by chance is
utterly outrageously tiny"
So I don't know if you really want to go by it or not. And if none of the parameters vary, as I said before, the question becomes: Of all the values the constants could have been set at (the vast vast majority of which result in life-less universes) why are they set at the precise values necessary for life to exist?
Picking a few...
So how does gravity get its strength? What are the odds? That's what you're plugging into Bayes Theorem, by the way--not the variation, but odds.
Of course it's the odds. There are two plausible explanations for the long odds: someone rigged the game or we're one universe in a vast multiverse.
Hoyle is in no way familiar with biochemistry. He should be ignored. If you want to include this as a parameter, that's fine--but his number is suspect. Find a recognized biochemist.
Then ignore him and focus on the other six or seven. Linde and Hawking are hardly Christian apologists.
Which model does Penrose use to come up with this?
None of us are professional phyiscists, so a lot of this is going to be an appeal to authority. I don't know what model Penrose used and I probably wouldn't understand it. With all the awards won and discoveries made, attacking Penrose's credibility on this is probably not going to work.
...and what does this say about the odds that a universe would have those coincidental parameters?
It says what it says. The odds of a universe "capable of producing planets is 1 in 10 raised in turn to the 10
123". I suppose you could argue that non-planetary life is possible, but you would have no evidence to base that on, and it would go against everything we know about life.
Again, this is about the significance of the variation, but the question is about the odds. How do universes wind up with the values they have? That's what you need for BT.
Again, it doens't matter if the values of the constants are set or come about by chance, because the evidence is they have to have precise values either way for life to even have a chance. E1 or E2 both confirm H (E2 much better).
And what about the odds that the universe would be in such ranges?
If the values come about by chance, Hawking states it pretty clearly: "It seems clear that there are
relatively few ranges of values for the numbers (for the constants) that would allow for development of
any form of intelligent life." Going by Penrose, the odds are 1 10
123 for planet formation alone.
If the values are set, then you have the interesting fact that they are set at just the right value to permit life, and that all possible universes are life-permitting universes. Imagine a macroverse of trillions of universes and every single one teeming with life. It would be extremely rational to believe something that favors life set the constants at the precise values needed for life, and that is the point of this whole thread.
Can they nudge in one direction?
Are you referring to the quote by Deustch? "If we nudge one of these constants
just a few percent in one direction, stars burn out within a million years of their formation, and there is no time for evolution. If we nudge it a
few percent in the other direction, then no elements heavier than helium form. No carbon, no life. Not even any chemistry. No complexity at all."
The speculation occurs when you work from a particular model, and suppose that your model, union H, covers U.
You have not presented a model that would make Pr(E/~H) > Pr(E/H). The tactic most often taken is to assume we're part of a vast multiverse and just got lucky. There is no evidence for that, so the theist is rational in not believing in that and therefore believing in a universe creator.
You seem to be mistaking my point. My point is not that you should consider some other particular model instead, but that you should add consideration for all such models. Use the form of Bayes that allows you to incorporate N models... not just the false dichotomy of 2... and put them all in.
What false dichotomy? Either the universe was created by something or it wasn't. I've supported the evidence of the precise values needed of the physical constants for life to exist with quotes from reputable physicists. Believing in non-planetary or non-molecular life is a fairy tale at best, so the only rational naturalistic explanation that has the same explanatory power as "Something created the universe" is some version of an oscillating universe or macroverse.