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 A Notation Question (raising the highest value in pow-tower to a different power) jaydfox Long Time Fellow Posts: 440 Threads: 31 Joined: Aug 2007 02/18/2019, 02:21 AM Welcome, Micah! The forum software does support a subset of the TeX language.  It's not the full TeX language, but it's enough to do a reasonable amount of math. As an example, a generic Taylor series: $f(x-c) = \sum_{k=0}^{\infty}$a_k (x-c)^{k}$$ Code:$$f(x-c) = \sum_{k=0}^{\infty}$a_k (x-c)^{k}$$$I'm not an expert at TeX, so I'm sure even my simple example could be improved upon.  I just wanted to let you know that the forum does support a subset of TeX. ~ Jay Daniel Fox « Next Oldest | Next Newest »

 Messages In This Thread A Notation Question (raising the highest value in pow-tower to a different power) - by Micah - 02/17/2019, 11:29 PM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by jaydfox - 02/18/2019, 02:21 AM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by Micah - 02/18/2019, 03:41 AM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by jaydfox - 02/18/2019, 04:38 AM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by jaydfox - 02/18/2019, 04:52 AM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by jaydfox - 02/18/2019, 05:08 AM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by Micah - 02/18/2019, 08:33 PM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by sheldonison - 02/18/2019, 08:49 PM RE: A Notation Question (raising the highest value in pow-tower to a different power) - by Micah - 02/18/2019, 10:34 PM

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