Current Events > Is a matrix of binaries still a binary?

(+) Yeah! (+)

If you coordinate between multiple there's multiple choices, but they're still binaries

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I'm not aware of any mathematical convention that transforms the base number you're doing math in.

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Well, laptop can return a lot more than two things, so probably.

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Tyranthraxus posted...

I'm not aware of any mathematical convention that transforms the base number you're doing math in.

Hm. I'm terrible at math lol

Base 2 is binary, right? Base 3 is just 3 choices, no? I mean Base 2 ^2

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If you are asking "is a binary matrix still in binary?" The answer is yes.

All information that humans have can be represented in binary.

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Robot2600 posted...

All information that humans have can be represented in binary.

Interesting

I don't mean the all human information though. information though.

I mean in terms of binaries of opposition. Like categories. So you have something and its opposite say, possible and impossible.

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MedeaLysistrata posted...

Interesting

All integers can be represented by any numeric base, not that surprising

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MedeaLysistrata posted...

Interesting

I don't mean the all human information though. information though.

I mean in terms of binaries of opposition. Like categories. So you have something and its opposite say, possible and impossible.

All things are either possible or impossible. While we don't always know the answer it's always one of those two things. There's no third option.

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