Numbers! (Comic #200)
Posted on October 29, 2013 by liz

Hooray! 200! Something to celebrate with cake!

Though this comic raises an interesting question in our big its, base ten focused world. If the Things came up with their own number system, without human influence, what base would they use and why?

Curious minds want to know, do you have a theory?

... While you answer that question I shall make the things some 200th comic cake.

 

Transcript

Thing 1: In base ten we are 200 comics old

Thing 2: Base ten is built on the number of hand digits humans have

Thing 1: Eww! Hands in my numbers

Thing 2: It's better than base zero.

Thing 2: Though in base zero we're impossibly old!

9 thoughts on “Numbers! (Comic #200)”

  1. Mike

    “That is not dead which can eternal lie
    And with strange aeons even death may die”

    Hmmmmmm

    1. liz

      Now I’m trying to wrap my brain around Non-Euclidean geometry! Oh my ears and whiskers it’s like reading a foreign language. I get the sense from this that Non-Euclidean geometry could be performed in any base. http://en.wikipedia.org/wiki/Non-Euclidean_geometry

  2. Thomas

    Binary, Each digit is on/off (or exists/does not exist, there/not there, etc) which is a concept any intelligent species can wrap their minds around.

    1. liz

      They is or they isn’t sounds very Things.

    2. Andria Schwortz

      I agree, base 2. If the creatures have no physical predilection towards one number system or another, it’s going to be base 2.

  3. Michael Kurland

    Non-Euclidean Geo is any Geometry that uses other postulates than Euclid’s. The one that usually goes is the parallel lines one. I don’t see why any geometry can’t be notated in any base.

    1. liz

      Which means we still don’t know what base the Things would develop for the mathematics if there wasn’t human interference.

  4. Geoffrey A. Landis

    Well, we use a digital number system. It’s possible that a non-human would use an analog system, for example, a squiggly line one unit long for one, two units long for two, twenty units long for twenty, one and a quarter units long for one and a quarter, etc.
    This does make it hard to write very large numbers, but they could have the equivalent of a decimal place or an exponent.
    If you’re sticking with digital representations, I like balanced ternary, which is a system that is logical, but humans just don’t use. Balanced ternary uses just three digits, zero, one, and negative one.

    1. liz

      Fascinating. I shall have to find out more about balanced ternary… this looks good. http://www.mortati.com/glusker/fowler/ternary.htm
      Now I shall have to sit with it for a while as my brain slithers all over it!

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