User blog comment:JamberLuv4ever/Zeno's Paradox/@comment-18063949-20140912220811

We learned about Zeno's Paradox in minimal detail last year in Philosophy class. This is so cool and an awesome blog!

The thing is, in Zeno's paradox, didn't he talk about how some infinities are larger than others? (i.e. the amount of numbers between 1 and 2 compared to the amount of numbers between 2 and 3?) Correct me if I'm wrong, but that's what I recall from last year. I think he was following the logic of his teacher, Parmenides. Parmenides though that everything must exist (i.e. anything existing in the mind, does physically exist in another "world") and he denied change. Zeno defended this rationality with his paradoxes about time and space. (Obviously, since they're paradoxes, they're not true, but very interesting. Sometimes common sense can show you where you made a fallacy in an argument.) Zeno's paradox claimed that space is infinitely divisible, but that was disproved because how is motion (change) possible if space is infinitely divisible? Anywaaays, I am totally rambling here... I'm so sorry.

Love your blog though!