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15
121
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How to solve $ax^x+bx+c=0$?

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#tetration #discriminant #hyperoperation
95
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Semigorup variety, hyperassociativity,idempotentunclear proof of $x^4\approx x^2$

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#semigroups #binary-operations #associativity #hyperoperation
131
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Hyperidentity, semigroups, bands.

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#semigroups #binary-operations #hyperoperation
112
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Hypersubstitution, m-ary terms, semigroups, equivalent definitions

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#semigroups #binary-operations #hyperoperation
159
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Is there any function that like this function?

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#big-numbers #hyperoperation
154
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Are hyperoperations < 3 to a reciprocal of a positive integer equivalent to the 'root' inverse to that integer?

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#hyperoperation
400
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Where does this array-based fast-growing function fall in the fast-growing hierarchy, and how does it compare to TREE(n)?

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#ordinals #big-numbers #hyperoperation
533
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There is a way to write TREE(3) via $F^a(n)$?

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#trees #big-numbers #hyperoperation
78
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Is there an equation $f(k,m,n)=n$ where $n$ is the number of applications of the Ackermann function needed?

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#recursion #tetration #hyperoperation #ackermann-function
76
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Hyperoperation: Why does $H_n(0,b) = 0$ for $n\ge4$, $b$ odd ($\ge -1$)

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#hyperoperation
397
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Question about $TREE(3)$ and Graham's Number

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#big-numbers #hyperoperation
1.6k
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How much bigger is 3↑↑↑↑3 compared to 3↑↑↑3?

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#big-numbers #hyperoperation
109
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Can there be fractional hyper operators and if so how to they function?

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#hyperoperation
73
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Bounds of fractional tetration

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#tetration #hyperoperation
229
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Could there be an $\omega_1^{CK}$th hyperoperation?

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#set-theory #arithmetic #ordinals #hyperoperation

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