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 Hyperoperators Mr. Pig Junior Fellow Posts: 2 Threads: 2 Joined: Jun 2010 06/10/2010, 04:37 AM When I first learned about tetration and hyperoperators, I wondered if each operator was set at a number. For example, + could be written as /1\, * as /2\, ^ as /3\ and so on. $formdata=a^b$ would be written as a/3\b and a/0\b would be b+1 (I think, feel free to correct me on anything if I'm wrong). I found the equation $formdata=a\underline{/\sigma\backslash}+b=a\underline{/\sigma-1\backslash}\left(a\underline{/\sigma\backslash}\left(b-1\right)\right)$ and did the math and plugged in 0 to get $formdata=a\underline{/0\backslash}+b=a\underline{/-1\backslash}\left(a\underline{/0\backslash}\left(b-1\right)\right)$ which simplifies to $formdata=a\underline{/0\backslash}+b=a\underline{/-1\backslash}+b$. According to this, a/-n\b=a/0\b=b+1 (although I could be completely wrong on this) So after that, I wondered if was possible to have an operator that wasn't an integer. For example, 2/e\5 or 3/2i+3\2 and that's where I got stuck. So I would like you guys to help me figure this out. Thanks! « Next Oldest | Next Newest »

 Messages In This Thread Hyperoperators - by Mr. Pig - 06/10/2010, 04:37 AM RE: Hyperoperators - by bo198214 - 06/10/2010, 06:42 AM RE: Hyperoperators - by 73939 - 06/20/2010, 02:41 AM RE: Hyperoperators - by bo198214 - 06/20/2010, 12:26 PM RE: Hyperoperators - by andydude - 06/20/2010, 05:46 AM

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