...MATH STUFFS.

I'm thinking of investing in the stock market.

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*Slow claps*

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*Sighs*
I never said that we don't use them. I said that they have no real world counterparts.

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Thank you, thank you very much.

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You said no such thing. You probably interpreted your statement that way, but I thought your statements referred to usefulness, which they specifically did refer to in your latest post. The closest you said to "no real world counterparts" is they "represent something" and complex numbers do represent things like changes in the state of a system between two times.

Also, what do irrationals represent in the real world? As in, like how positive and negative integers represent things.

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Invest in Nyan Cat. News is saying it's on a major upcurve.

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So I saw that a new face as shown up, any news on whether or not they are joining?

So I saw that a new face as shown up, any news on whether or not they are joining?

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New face?

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Elvis Beansly. LOVE IT.

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It was heavily implied. Regardless, they do not truly "represent something," (which is the equivalent to "real world counterpart).

Perfect third, a circle's radius circumference by its diameter, etc.

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I'm good.

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No telling.

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Someone asked if they could join.

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Some of the other ones on that page were funny too. Pope Beanedict was one.

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>"represent something"
>imaginary mass
If an irrational length is a real world counterpart, then so is an imaginary mass.

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What are you even talking about? I can have a third of a pie or a third of something else. Pi is a concept that's actually a thing. There is no counterpart to imaginary numbers.

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The imaginary mass of tachyons is also a concept that's actually a thing. Once we find tachyons, we'll have a thing that is imaginary in the real world.

(The length of the circumference of a unit circle is an irrational length, and you mentioned the length of the circumference as a real world counterpart. By that logic, the imaginary mass of tachyons is a real world counterpart.)