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revolution
When all else fails, read the source


Joined: 24 Aug 2004
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revolution
l4m2 wrote:
So maybe I should subtract 1 to be the 2nd?
It wouldn't be second for long. There are many well defined constants with single character symbols that can beat your number. For example: maxhere-h and maxhere-G*. It could I suppose be extended to 2ndhere-h and 3rdhere-G and so on.

But it would make the list somewhat boring with one single winner and then a list of marginally smaller derived values filling up the remaining places. What it being sought after are different values of different forms. Yes, you can cheat the system but it would be more fun to think of something new.

* That would be G as in Newtonian constant of gravitation, not Graham's number.
Post 19 Nov 2016, 10:36
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l4m2



Joined: 15 Jan 2015
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l4m2
revolution wrote:
l4m2 wrote:
So maybe I should subtract 1 to be the 2nd?
It wouldn't be second for long. There are many well defined constants with single character symbols that can beat your number. For example: maxhere-h and maxhere-G*. It could I suppose be extended to 2ndhere-h and 3rdhere-G and so on.

But it would make the list somewhat boring with one single winner and then a list of marginally smaller derived values filling up the remaining places. What it being sought after are different values of different forms. Yes, you can cheat the system but it would be more fun to think of something new.

* That would be G as in Newtonian constant of gravitation, not Graham's number.
So is it a rule that "Even if the number was told outside this topic, it means"?
Post 19 Nov 2016, 10:55
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revolution
When all else fails, read the source


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revolution
The unstated "rule" here is to try to be creative and enjoy the challenge.
Post 19 Nov 2016, 11:03
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MrFox



Joined: 17 Aug 2016
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MrFox
Maybe:
0x49,0x4e,0x46,0x49,0x4e,0x49,0x54,0x59,0x21
?
Post 19 Nov 2016, 18:25
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revolution
When all else fails, read the source


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revolution
MrFox wrote:
Maybe:
0x49,0x4e,0x46,0x49,0x4e,0x49,0x54,0x59,0x21
?
That would be too long. However if you mean INFINITY! then please read further up in this topic about the trans-finite numbers.
Post 19 Nov 2016, 23:49
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l4m2



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l4m2
Where is BBGBBGBBG where BB means busy beaver, G means Graham's number and numbers are treated as Church numberals so it is (BB)^((BB)^((BB(G)) (G)) (G)
Post 24 Dec 2016, 15:31
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revolution
When all else fails, read the source


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revolution
l4m2 wrote:
Where is BBGBBGBBG where BB means busy beaver, G means Graham's number and numbers are treated as Church numberals so it is (BB)^((BB)^((BB(G)) (G)) (G)
Your notation of BBGBBGBBG does not appear to match anything that you referenced.
Post 24 Dec 2016, 15:41
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Trinitek



Joined: 06 Nov 2011
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Trinitek
I propose a base-n number system where n is the number of printable (i.e. produce a glyph) characters in the Unicode standard.
Post 24 Dec 2016, 22:36
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revolution
When all else fails, read the source


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revolution
Trinitek wrote:
I propose a base-n number system where n is the number of printable (i.e. produce a glyph) characters in the Unicode standard.
Ignoring the rule stated in the first post about using only 7-bit ASCII: it still wouldn't give you a very large number. Even if we allowed for base 2^32 (more than the current Unicode standard has) that only gives us a maximum number of 2^(32*9)-1 ~= 4.97 x 10^86
Post 24 Dec 2016, 22:47
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Trinitek



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Trinitek
revolution wrote:
Trinitek wrote:
I propose a base-n number system where n is the number of printable (i.e. produce a glyph) characters in the Unicode standard.
Ignoring the rule stated in the first post about using only 7-bit ASCII: it still wouldn't give you a very large number. Even if we allowed for base 2^32 (more than the current Unicode standard has) that only gives us a maximum number of 2^(32*9)-1 ~= 4.97 x 10^86
Oh well. I tried.
Post 24 Dec 2016, 23:22
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revolution
When all else fails, read the source


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revolution
Some famous person said: It is better to have tried and failed, than to have never tried at all.
Post 24 Dec 2016, 23:27
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YONG



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YONG
I think the original lines are:

"Tis better to have loved and lost
Than never to have loved at all."

Refer to:
https://en.wikipedia.org/wiki/In_Memoriam_A.H.H.#Quotation

Wink
Post 25 Dec 2016, 02:14
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l4m2



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l4m2
revolution wrote:
l4m2 wrote:
Where is BBGBBGBBG where BB means busy beaver, G means Graham's number and numbers are treated as Church numberals so it is (BB)^((BB)^((BB(G)) (G)) (G)
Your notation of BBGBBGBBG does not appear to match anything that you referenced.

BB = BB
BBG = BB(G)
BBGBB = (BB)^(BB(G))
BBGBBG = ((BB)^(BB(G)))(G)
BBGBBGBB = (BB)^(((BB)^(BB(G)))(G))
BBGBBGBBG = ((BB)^(((BB)^(BB(G)))(G)))(G)
What's wrong?
Post 25 Dec 2016, 17:31
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revolution
When all else fails, read the source


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revolution
As was stated previously, just making up your own terminology is not accepted.
Quote:
BBG = BB(G)
The above appears to be something that you have just invented.

You are welcome to try and get it into mainstream usage by others and come back here to suggest again.
Post 25 Dec 2016, 17:39
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sleepsleep



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sleepsleep
What is the largest number you can write in 9 characters?

this probably kinda ill-logic,

is anything that "possible to be calculated" a number?
is anything that "impossible to be calculated" a number?

i suggest, the answer of calculated number be written out, (not counted in 9 chars)
eg. using revolution example,
9+9+9+9+9
answer : 40, 2 digits // stating how many digits is enough if your number is really "big", it helps to visualize the hugeness of that number for ordinary people like me, Embarassed
Post 25 Dec 2016, 20:05
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l4m2



Joined: 15 Jan 2015
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l4m2
revolution wrote:
As was stated previously, just making up your own terminology is not accepted.
Quote:
BBG = BB(G)
The above appears to be something that you have just invented.

You are welcome to try and get it into mainstream usage by others and come back here to suggest again.
https://plato.stanford.edu/entries/lambda-calculus/
Quote:

(λx[x^2 − 2·x + 5])2
You can see that arguments are just linked after the function.
Post 26 Dec 2016, 09:19
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revolution
When all else fails, read the source


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revolution
Firstly λ is not part of 7-bit ASCII.

Secondly I think you are suggesting that (λx[BB(x)])G <---> BBG? If so then there is no precedence for that that I can find.
Post 26 Dec 2016, 10:41
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l4m2



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l4m2
revolution wrote:
Firstly λ is not part of 7-bit ASCII.

Secondly I think you are suggesting that (λx[BB(x)])G <---> BBG? If so then there is no precedence for that that I can find.
BB is a function as λx. BB x
(here write wholy in lambda style)
Quote:
An eta conversion (also written η-conversion) is adding or dropping of abstraction over a function. For example, the following two values are equivalent under η-conversion:
\x -> abs x
and
abs
Converting from the first to the second would constitute an eta reduction, and moving from the second to the first would be an eta abstraction. The term 'eta conversion' can refer to the process in either direction.

Extensive use of η-reduction can lead to Pointfree programming. It is also typically used in certain compile-time optimisations.
https://wiki.haskell.org/Eta_conversion
Post 26 Dec 2016, 11:30
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revolution
When all else fails, read the source


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revolution
Let's see if others here are happy to accept this notation for BBG. If so then we will try to see where it fits into the current list.
Post 26 Dec 2016, 14:24
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l4m2



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l4m2
revolution wrote:
Firstly λ is not part of 7-bit ASCII.
In text environment it's okay to use \ instead
Post 26 Dec 2016, 14:53
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