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- 06-02-2016, 12:52 AM #21

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## Re: Integers as semiring quotient

Again, so what? The quaterions are useful and works just like any other numbers. What's your problem here?

There is a phrase I am thinking on, I'll serve it with tea.

MjAxMy1hNDg4ZTIyMTVmZGQ4ZTFh.png

This is mathematics so what a computer does or doesn't do is wholy irrelevant.

- 06-02-2016, 12:52 AM #22

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- 06-02-2016, 01:12 AM #23

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- 06-02-2016, 01:15 AM #24

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- 06-02-2016, 01:18 AM #25

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- 06-02-2016, 01:21 AM #26

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## Re: Integers as semiring quotient

- 06-02-2016, 01:33 AM #27

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- 06-02-2016, 01:42 AM #28

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## Re: Integers as semiring quotient

- 06-02-2016, 02:08 AM #29

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## Re: Integers as semiring quotient

The most obvious analogy is the stock market. Two traders each want to buy ten thousand shares of a stock. One hand delivers his message to a courier, who drives 20 miles in NYC traffic to the exchange. The other trader uses a computer and sends his order straight to Kansas, where it is processed first. By the time the courier reaches the exchange, the price per stock has doubled and the courier can only buy 5,000 shares. Process is important. Quaterions fail.

Last edited by KickLaBuka; 06-02-2016 at 02:10 AM.

- 06-02-2016, 02:11 AM #30

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## Re: Integers as semiring quotient

Not in mathematics because in mathematics there are no processes like that, everything is instantanious so I again ask, why bring such irrelevant garbage up?

We are doing mathematics here. Not computer science. Keep processes and algorithms to that and out of mathematics.

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