Originally posted by protonman
By definition that which is impermanent is changeing every instant.
That being the case, and given your assertion that "if there were a moment it was not changing it would be permanent", you still need to prove that:
1. nature does not contain a third class of objects, that change some instants, while remain unchanged the rest of the time; and
2. The vase is one of those.
If you accept that permanent phenomena can produce an effect you accept that a result can arise without a cause.
Just to make sure, do you mean here "permanent" or "impermanent".
IF this is so then you must explain why flowers do not arise in the sky suddenly or horns do not suddenly grow from my head. In other words, why is there a law of cause and effect.
Let me rephrase what I said: assume for a moment that causality does not hold in all circumstances (forget about QM), this in itself
does not imply that the universe would do every possible odd thing you can think of.
A simple example: we could perfectly imagin a world in which the result of coin-drops were acausal events (i.e., "really" random). That does not imply that elephants would fly in that world.
No cauality can never be violated in the physical world, by definition.
This is an issue in which you cannot make things to be as you wish "by definition". Unless of course, you have a different definition for "causality", "violated", "physical" or "world".
Causality is, in the end, the name of a feature that we observe on the behavior of the world, and it being violated or not can only be judged on the base of observation.
All these ideas about time travel and string theory are mistaken.
Probably, but I'm still eager to read your arguments to justify such a statement.
Look, I told you that I don't accept QM or anything after it. Why do you keep bringing it up.
I used it on its role as a formal system in which macroscopic causality can arise even when microscopically it is violated, to show that your argument was flawed (since it assumed that once causality is violated in the least, flowers should grow in the air).
As a more formal (and general) rebuttal, you can do a google search for "paraconsistent logic". On it, mutually inconsistent premises exist in a system that, nonetheless, is non trivial, in the sense that not all statements are provable in the system.