this post was submitted on 09 Jul 2024
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[–] TheImpressiveX@lemmy.ml 90 points 4 months ago (1 children)

Alt-text:

Attention all passengers: This is an express sequence to infinity. If your stop is not a power of two, please disembark now.

[–] otter@lemmy.ca 14 points 4 months ago

Thank you :)

[–] lseif@sopuli.xyz 24 points 4 months ago (1 children)

does this create new numbers through induced demand ?

[–] wjrii@lemmy.world 4 points 4 months ago

God, it was so nice living by spiral point phi until the new line brought in all that traffic.

[–] assassinatedbyCIA@lemmy.world 20 points 4 months ago

Just one more number line bro

[–] alvvayson@lemmy.dbzer0.com 15 points 4 months ago

Fools, everyone knows that the congestion is at 1 - it's Benfords law.

We are again wasting taxpayer money on building bridges to nowhere, while traffic remains congested where it actually counts.

[–] bandwidthcrisis@lemmy.world 12 points 4 months ago (1 children)

Oh, great. Now people will be forever having to explain that they meant the other 3.5, the other 3.9, or other Pi.

It really needs a new digit alongside 3, where it branches. Is it too late to write to the standards committee?

[–] whotookkarl@lemmy.world 2 points 4 months ago* (last edited 4 months ago)

- prefixes numbers along the number line in the opposite direction. If we had a second branch starting after 3 we could do the same if they shared digits and bases with the standard number line. Maybe suffix - or prefix 3№ or something like that.

[–] FiniteBanjo 5 points 4 months ago

Clearly XKCD doesn't time travel because Mathmaticians who create yet another use for the Delta symbol would be crucified in the future Meritocratic Dystopia.

[–] muntedcrocodile@lemm.ee 5 points 4 months ago

Well there's ya problem ur branching at pi. Aint gonna be solving any congestion problems.

[–] palordrolap@kbin.run 5 points 4 months ago* (last edited 4 months ago)

You can do something like this with ℝ[ω] where ω is a complex cube root of unity and the restriction that at least one of the real or ω-part of a+bω must be zero. Edit: Just realised that I didn't specify that a and b should be non-negative reals, otherwise we end up with six lines from 0 not three.

Standard addition breaks immediately, but an addition-like operator can be defined by imagining a train shunting along the restricted lines in the direction of the greater magnitude.

Choo-choooo

[–] ilovededyoupiggy@sh.itjust.works 3 points 4 months ago

Oh jeez, now the trolley problem has math?!

[–] embed_me@programming.dev 2 points 4 months ago (1 children)

I thought they called it "complex" numbers

[–] robdor@lemmynsfw.com 7 points 4 months ago

Nah that's just Imaginary. It's good to dream though

[–] Lightfire228@pawb.social 1 points 4 months ago

Wait till someone tells them about p-adic numbers