I think ive found a way to do fractional iterations in arithmatic, people keep telling me that there is no standardized way to do fractional iterations beyond exponentation but ive found a pattern that gives the right answer and it works for addition subtraction multiplication division exponentation roots logarithms tetration s roots and s logs and i think it even works for pentation and ss roots and ss logs but i cant test it because noone can give me tje answers i need to check my work, why? Well because there is no standardized way i relly feel like i discorved something can someone tell me what i should do from here gow do i have a super duper smart scientist guy see if i did find something
Like i said same logic works for everything i can even fractional roots into fractional exponents and get the same answer too so its 1 logic works for every operation and is consistant
#I think i discorvered something new
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Ask an ai to look if it exists
I think i was wrong
2^^2^2^^2=/=2^^(2^(2^^2)
2^^(2^(2^^2)=2^^4
2^^2^2^^2=/=2^^4
I think that breaks my theory past exponents
My thoery works for exponentation logs roots multiplication division addition and subtraction tho
I dont even think its a theory i think its just what is happening but it stops working after exponentation people keep telling me i think its cuz of the equation i wrote up there
Thw string isnt assiotive and communitive
I havnt thought enough about it yet so im probably wrong if it still works then cool ig but i dont think so and i wont know untill i spend a little more time with a paper and pencil
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