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SSCG(3)

「SSCG(3)」文章包含有:「FinitelyBigNumbersName」、「Friedman'sSSCGfunction」、「IfGraham'snumberisthesizeofaquark」、「LookingtogetahandleonSSCG(3)(whichismuch」、「SSCG(3)」、「SSCG(3)」、「Subcubicgraphnumber」、「世界上最大的数和最小的数是多少?」、「拉約數」、「葛立恒数、TREE(3)」

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SSCG(3)TREE(3)TREE(3 wiki)tree 3有多大
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Finitely Big Numbers Name
Finitely Big Numbers Name

https://www.palomar.edu

SSCG(3) is not only larger than TREE(3), it is much, much larger than. TREE(TREE(…TREE(3)…)) where the total nesting depth of the formula is TREE(3) levels of ...

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Friedman's SSCG function
Friedman's SSCG function

https://en.wikipedia.org

SSCG(3) is much larger than both TREE(3) and TREETREE(3)(3), that is, the TREE function nested TREE(3) times with 3 at the bottom. Adam P. Goucher claims ...

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If Graham's number is the size of a quark
If Graham's number is the size of a quark

https://www.quora.com

100 isn't 'bigger' than 3, it's just larger in magnitude. Huge numbers like Graham's and SSCG are inconceivably large - but not big in size, ...

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Looking to get a handle on SSCG(3) (which is much
Looking to get a handle on SSCG(3) (which is much

https://math.stackexchange.com

SSCG(3) is claimed to be larger than TREE(TREE(...(TREE(3))...)) for some very large number of nested TREE operations, but I have no clue how ...

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SSCG(3)
SSCG(3)

https://www.youtube.com

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SSCG(3)
SSCG(3)

https://huge-numbers.fandom.co

SSCG(3) is a big number its bigger than G64, TREE(3), TREE(...(...3...)3), or even GGGGG(TREE(3))GGGGGTREE(.....(.....(......(3)..) the SSCG(n) function ...

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Subcubic graph number
Subcubic graph number

https://googology.fandom.com

One output of the sequence, SCG(13), is a subject of extensive research. It is known to surpass TREE(3), a number that arises from a related sequence.

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世界上最大的数和最小的数是多少?
世界上最大的数和最小的数是多少?

https://www.163.com

SCG是与SSCG相近的函数,其增长速度还要更快,SCG(3)还要大于SSCG(3)。 最小的数. 如果要说数学中最小的数,可以在给SCG(3)加个负号,-SCG(3) ...

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拉約數
拉約數

https://zh.wikipedia.org

這個數在當時比其他任何數都來得大(後來出現一個叫做BIG FOOT的大數比它更大),就算是葛立恆數,跟拉約數比起來也是微不足道的。 ... 這個數是在麻省理工學院在2007年1月26 ...

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葛立恒数、TREE(3)
葛立恒数、TREE(3)

https://zhuanlan.zhihu.com

沒有這個頁面的資訊。