Reading the Comics, January 4, 2015: An Easy New Year Edition

It looks like Comic Strip Master Command wanted to give me a nice, easy start of the year. The first group of mathematics-themed comic strips doesn’t get into deep waters and so could be written up with just a few moments. I foiled them by not having even a few moments to write things up, so that I’m behind on 2016 already. I’m sure I kind of win.

Dan Thompson’s Brevity for the 1st of January starts us off with icons of counting and computing. The abacus, of course, is one of the longest-used tools for computing. The calculator was a useful stopgap between the slide rule and the smart phone. The Count infects numerals with such contagious joy. And the whiteboard is where a lot of good mathematics work gets done. And yes, I noticed the sequence of numbers on the board. The prime numbers are often cited as the sort of message an alien entity would recognize. I suppose it’s likely an intelligence alert enough to pick up messages across space would be able to recognize prime numbers. Whether they’re certain to see them as important building blocks to the ways numbers work, the way we do? I don’t know. But I would expect someone to know the sequence, at least.

Ryan Pagelow’s Buni for New Year’s Day qualifies as the anthropomorphic-numerals joke for this essay.

Scott Hilburn’s The Argyle Sweater for the 2nd of January qualifies as the Roman numerals joke for this essay. It does prompt me to wonder whether about the way people who used Roman numerals as a their primary system thought, though. Obviously, “XCIX red balloons” should be pronounced as “ninety-nine red balloons”. But would someone scan it as “ninety-nine” or would it be read as the characters, “x-c-i-x” and then that converted to a number? I’m not sure I’m expressing the thing I wonder.

Steve Moore’s In The Bleachers for the 4th of January shows a basketball player overthinking the problem of getting a ball in the basket. The overthinking includes a bundle of equations which are all relevant to the problem, though. They’re the kinds of things you get in describing an object tossed up and falling without significant air resistance. I had thought I’d featured this strip — a rerun — before, but it seems not. Moore has used the same kind of joke a couple of other times, though, and he does like getting the equations right where possible.

Justin Boyd’s absurdist Invisible Bread for the 4th of January has Mom clean up a messy hard drive by putting all the 1’s together and all the 0’s together. And, yes, that’s not how data works. We say we represent data, on a computer, with 1’s and 0’s, but those are just names. We need to call them something. They’re in truth — oh, they’re positive or negative electric charges, or magnetic fields pointing one way or another, or they’re switches that are closed or open, or whatever. That’s for the person building the computer to worry about. Our description of what a computer does doesn’t care about the physical manifestation of our data. We could be as right if we say we’re representing data with A’s and purples, or with stop signs and empty cups of tea. What’s important is the pattern, and how likely it is that a 1 will follow a 0, or a 0 will follow a 1. If that sounds reminiscent of my information-theory talk about entropy, well, good: it is. Sweeping all the data into homogenous blocks of 1’s and of 0’s, alas, wipes out the interesting stuff. Information is hidden, somehow, in the ways we line up 1’s and 0’s, whatever we call them.

Steve Boreman’s Little Dog Lost for the 4th of January does a bit of comic wordplay with ones, zeroes, and twos. I like this sort of comic interplay.

And finally, John Deering and John Newcombe saw that Facebook meme about algebra just a few weeks ago, then drew the Zack Hill for the 4th of January.


Author: Joseph Nebus

I was born 198 years to the day after Johnny Appleseed. The differences between us do not end there.

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