slevesque writes:But Zeno's paradox is only called so because it is counter-intuitive (veridical paradox), since it is solved through Calculus in Mathematics.
There are still people who argue that the calculus does not solve the problem.
The real problem is that we construct abstract models of reality, and do our computations in those abstract models. The mistake is to assume that the model is reality. Zeno's paradox was due to a model that didn't fit well enough. It's a good illustration of why we need empirical evidence, and cannot just go by our theoretical deductions.
slevesque writes:I think the paradox of infinite regression not being possible falls into the category falsidical paradoxes.
But it is still based on an abstract model. And whenever the model talks about the infinite, it has gone beyond what has been tested empirically.
slevesque writes:But if the premises are true and no fallacy is involved, then there is no place for skepticism, unless you put into question the laws of logic.
The laws of logic don't apply to reality. They apply to the human constructs that we use to model and describe reality. The logic can be done correctly, yet reach wrong conclusions, if it is used with respect to a model that does not fit well enough.
Jesus was a liberal hippie