There is no such a thing as Zeno's paradox.
— bahman
Zeno's paradoxes — TheMadFool
Self-contradictory ideas cannot exist.
— bahman
Theism vs Atheism...Materialism vs Idealism...etc. — TheMadFool
Of course God had to be able to defy logic, because if he wasn't able to, his omnipotence would be constrained by the rock problem. His only way out of it is to say that he can create a rock he can't lift and then lift it, because he's not constrained by the laws of logic that say he can't, or that he can create such a rock because he's not constrained by the fact that such a rock is a logical impossibility. Either way he cannot be both omnipotent and constrained by logic. — Pseudonym
So, if a characteristic of God is that it is not part of the universe, then it follows necessarily that we cannot say anything about what this God is like. — JustSomeGuy
we cannot say anything about anything apart from our universe and our experience of it. — JustSomeGuy
Therefore, if God created the universe, we cannot say anything about God — JustSomeGuy
Or just that we cannot know if anything we say about him is true? — Michael
If we cannot say anything about God then we cannot say that God created the universe. — Michael
What? Does that mean? — Cavacava
So, if a condition of your God is that it created the universe, you cannot say anything else about that God. — JustSomeGuy
God speaks to people, sends thunderbolts, works out moral systems, decides what should happen adulterers. He's very much of this world, intrinsically tied up with human affairs. — Pseudonym
So, I agree with you entirely that a creator of the universe must logically be outside of our conception, but I don't really think a creator of the universe (complete with all the logical implications you outline) is what anyone actually has in mind when they talk about god — Pseudonym
I guess the conclusion to all of this is that if you're going to believe in a creator God, you can't talk about it at all because doing so limits it to our universe. — JustSomeGuy
Please explain how Zeno's paradox is solved. — TheMadFool
Please explain how Zeno's paradox is solved. — TheMadFool
Apologies if this has been covered already, but which paradox are you referring to? There are many. — JustSomeGuy
t=x/v where x is distance, v is speed and t is duration. Does it take shorter duration if the distance is shortened and speed is constant? Yes. Therefore you spend less time while you divide a distance into two and that allows you to move from the beginning to end during a specific time duration. That is true that number of interval is infinite but the sum of infinite interval is finite. — bahman
Apologies if this has been covered already, but which paradox are you referring to? There are many. — JustSomeGuy
It's not about infinite steps. You can't make the first step. To move a distance of 1 meter you must first move .5 meters. To move .5 meters you have to first move .25 meters and so on ad infinitum. Can you tell me the exact size of the first step you'll make to travel 1 meter? You can't because distance can be divided infinitely. — TheMadFool
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