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Introduction

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Introduction
andydude Offline
Long Time Fellow
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Posts: 509
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Joined: Aug 2007
#6
07/28/2009, 11:29 AM
Indeed, welcome to the forum.

I hope you find your tetration. Smile Everybody seems to find their own at some point. The hard part is discovering how each are related. I think the holy grail here is to prove that two independently-defined tetrations are equivalent.

Also, in this forum, "g" is called a superexponential (or tetrational) function and "g^-1" is called a superlogarithm. I'm sure if you search for these terms on this forum, you will find many many discussions. Smile

Andrew Robbins
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Messages In This Thread
Introduction - by Arthur Rubin - 07/01/2009, 02:27 AM
RE: Introduction - by Gottfried - 07/01/2009, 08:21 AM
RE: Introduction - by tommy1729 - 07/01/2009, 12:09 PM
RE: Introduction - by bo198214 - 07/06/2009, 09:38 AM
RE: Introduction - by robo37 - 07/08/2009, 12:58 PM
RE: Introduction - by andydude - 07/28/2009, 11:29 AM
RE: Introduction - by tommy1729 - 01/15/2011, 09:59 PM
RE: Introduction - by tommy1729 - 01/15/2011, 10:01 PM
RE: Introduction - by tommy1729 - 03/30/2011, 02:28 PM

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