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defending the platypus: an essay
don't mess with THIS platypus | imageWords can be dangerous. Words can be misleading. Words are so powerful that there is a debate in the linguistics community on whether the language we use shapes our perception of reality or whether it's the other way around. I.e., do the words we use shape how we see things?



Human language and the ability to communicate through signs and symbols is a remarkable accomplishment, from which art, music, literature, philosophy, semiotics, engineering, quantum physics, the future, is born. But as anyone who's studied philosophy knows, philosophers and abstract thinkers and such have a problem with something called recursion. Meaning, the arguments they use are self-referential, defined by their own prejudices and assumptions. How can we know that what we're thinking isn't influenced by our prejudices?

Is it possible to be truly objective, omnipotent?




platypus skull | imageOftentimes, philosophers and people who deal with semantics and categories and such get so wrapped up in their words that they lose sight of what's in front of them. They'll look at a forest of trees, strong trunks growing out of the ground, but for them the forest is a concept, and they can devise a theorem that will disprove the existence of those trees, even while standing in their shadows. I remember one time when I was in high school and, out of boredom one day, I proved that I didn't exist. In 5 pages, using tried and true logical deduction. The assumption I came up with was that no one could prove to me that I WASN'T some disembodied head floating in a jar in some weird dimension, and so therefore it was possible that I was. I scared the hell out of myself.



this guy's got some moves | imageEver hear of Xeno's paradox? Xeno was a philosopher back in ancient Greece who came up with something called, oddly enough, Xeno's paradox. It goes like this: you're trying to go from point a to point b. You cross half the distance between a and b. But you still have half the distance remaining. So you cross half that distance. But half the distance still remains. And so on. If half the distance is always remaining, how do you ever actually get to point b? According to Xeno's paradox, it's impossible. (While you stand there dumbfounded, trying to figure this one out, Xeno will walk across the room and hand you his business card.) Moral of the story? Always check your premises.
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