Current Events > How many numbers have matheticians found so far?

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Complete_Idi0t
06/26/17 7:11:40 PM
#1:


It's probably at least a million.
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Anteaterking
06/26/17 7:12:16 PM
#2:


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awesome999
06/26/17 7:12:27 PM
#3:


Actually only nine

0-9
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TheBiggerWiggle
06/26/17 7:12:50 PM
#4:


When you factor in decimals is probably over two million.
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Wolfenstein2000
06/26/17 7:15:52 PM
#5:


awesome999 posted...
Actually only nine

0-9


Mind = blown
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mehmeh1
06/26/17 7:19:34 PM
#6:


awesome999 posted...
Actually only nine

0-9

but those are 10
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awesome999
06/26/17 7:25:04 PM
#7:


mehmeh1 posted...
awesome999 posted...
Actually only nine

0-9

but those are 10

O_O

That's unpossible
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UnholyMudcrab
06/26/17 7:25:42 PM
#8:


mehmeh1 posted...
awesome999 posted...
Actually only nine

0-9

but those are 10

But 10 is just 1 and 0
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Vicious_Dios
06/26/17 7:27:37 PM
#9:


They also found a sideways 8. Which means it's dying.
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KILBOTz
06/26/17 7:29:58 PM
#10:


UnholyMudcrab posted...
mehmeh1 posted...
awesome999 posted...
Actually only nine

0-9

but those are 10

But 10 is just 1 and 0


so you mean 1 then because 0 is nothing.

there is only 1 number and that is 0-9.
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DreamwaIker
06/26/17 10:13:22 PM
#11:


Define "number".
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PikachuMaxwell
06/26/17 10:17:26 PM
#12:


Ah...good ol' math humor....
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tiornys
06/26/17 10:17:29 PM
#13:


Here, let me give you an algorithm to find out. Think of the biggest number you can think of. Now make it bigger. Then make it bigger again. Keep making it bigger, over and over, without ever stopping, and you can eventually die knowing that you were making progress on getting to the number of numbers out there.

Except I'm lying and this procedure doesn't actually make any progress at all. No matter how big of a number you think of, it represents 0% of all numbers that exist.
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kirbymuncher
06/26/17 10:29:18 PM
#14:


as many as they can count
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YookaLaylee
06/26/17 10:29:44 PM
#15:


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DreamwaIker
06/26/17 10:33:29 PM
#16:


kirbymuncher posted...
as many as they can count

You know better than this.

The real numbers are uncountable.

Functions with the real numbers as their domain and codomain are an even higher infinite cardinal.

I suppose it might depend on what you consider "finding" "numbers" to mean, but the set of numbers has at least been defined.
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synth_real
06/26/17 10:36:00 PM
#17:


They don't have a number big enough for the amount of numbers they've found.
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UnholyMudcrab
06/26/17 10:39:44 PM
#18:


DreamwaIker posted...
kirbymuncher posted...
as many as they can count

You know better than this.

The real numbers are uncountable.

Functions with the real numbers as their domain and codomain are an even higher infinite cardinal.

I suppose it might depend on what you consider "finding" "numbers" to mean, but the set of numbers has at least been defined.

There are a lot of big words in there, so I'm just going to assume you're right. Are you a mathematician?
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mustachedmystic
06/26/17 11:02:22 PM
#19:


Thanks to ever more powerful computers they find upwards of 100 thousand a day. I remember when finding 500 in a day was considered a rare feat.
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lderivedx
06/26/17 11:07:35 PM
#20:


Who uses codomain instead of range?
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K181
06/26/17 11:12:07 PM
#21:


1

Everything else is just counting 1 more than once.

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DreamwaIker
06/26/17 11:29:18 PM
#22:


UnholyMudcrab posted...
Are you a mathematician?

Yeah. Well, I'm not a math researcher professionally, but I have a Master's in Math, I teach math, and once in awhile I'll do some math as a hobby.
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Mr Sandbag
06/26/17 11:35:54 PM
#23:


My favorite number is 0 to 1 because you can take any number and divide or multiply it by that and make any other number.

I've got a PH. D + in maths.
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