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If you do not think there is a difference between "your reflection in a mirror" and "you", it opens so many fascinating questions. I'm curious: - Do you think
by sebastiennight 2mo ago
If you do not think there is a difference between "your reflection in a mirror" and "you", it opens so many fascinating questions. I'm curious:
- Do you think a live video, shown on a phone screen, of you, is "you"?
- Do you think a still photograph of you is "you"?
- Do you think a set of bytes representing that photograph (or video) digitally is "you"?
- Do you think a compressed version of that photograph is "you"? Is there a limit to how much I can size down the image or compress it until it's no longer "you"?
- Do you think the base-10 number equivalent to that digitized picture is also "you"? Can I memorize "you" if I learn all the digits of that number? Can I write "you" on a piece of paper from memory? Is Pi a person?
- There is a very large number of reflecting surfaces in the world. How many of you are there?
- Does the "you" in the mirror persist if you walk off the frame and can no longer see yourself in the mirror? What happened to him? Does he live in a left-handed world? What happens if I shatter or paint over the mirror?
- If I draw you, is my drawing "you"? Does the accuracy of the drawing influence whether it is really "you" or not? If so, then does the accuracy/quality of the mirror influence whether it is "you" or not in the reflection? Are "you" fatter or slimmer, depending if the mirror is warped?
- If you're standing far from the mirror, but I'm close to it and I can see "you", why can I talk or signal to you and you don't respond?
- dormento 2mo ago> Is Pi a person? Not only that! Does the decimal representation of π (which is infinite in length) contain all persons who ever existed, and will ever exist? Since π itself is a known reason, but its decimal representation is infinite, it means π cannot contain itself. So if it can contain every person that ever existed, but can't contain itself (which could conceivably contain everyone), then what does that even mean? Aaargghh.
- sebastiennight 2mo agoI do love the idea that Pi contains all of us. It means everytime you put on a wedding ring, time a pendulum, look at a rainbow, or land on a spherical planet, you can whip out your ruler and get access to every single human that ever lived or will live. What a concept! Spot me after the next rain. I'll be in the color indigo, right above the pot of gold, waving back.