Originally posted by ThinkOfOne
This was the premise provided:
God is, by definition, perfectly rational.
This is what I wrote:
As an example consider the following conception of God:
1) God has free will.
2) God [b]always chooses
to be "perfectly rational".
A person with this conception of God could rightly define God as "perfectly rational".
Are you ...[text shortened]... that a person with that conception of God could not rightly define God as "perfectly rational"?[/b]If I go to the Sahara and observe 100 days without clouds or rain then the weather will have been
perfectly sunny.
However it is not perfectly sunny by definition, because there is nothing inherent about the Sahara
that guarantees that there will never be any rain. In fact given long enough rain is certain.
Perfect sunniness is not an inherent [definitional] characteristic of the Sahara.
So no, unless god doesn't have a choice about being perfectly rational, then god is not perfectly
rational by definition.
And in fact, for a choice to exist then there must be a non-zero probability that any given choice god
makes will not be perfectly rational. Call the probability '~r'
So the probability 'Pr' of god being perfectly rational over 'n' decisions will be Pr = (1 - ~r)^n
As n --> Infinity so P --> 0
So if god is infinite, then the probability of god always being perfectly rational in your scheme is infinitesimal.
If there is a zero probability of god being not perfectly rational on any given choice then gods not being
perfectly rational is not optional. And god has no choice.
Thus the difference between your god concept and LJ's is that LJ's will be perfectly rational at all times with a
probability of 1.
Yours will be perfectly rational with a probability of 0+e as e tends to zero.