derive of sexp_x(x)
#4
Does everyone agree on equation 31 ?

In particular the * ln(b)^x * part ?

I do not know what " lin " is suppose to mean.

Those are my biggest concerns together with the possibility that there has already been a post proving the same thing.

Maybe the *ln(b)^x* is only true for some solutions to tetration , suggesting that this assumes such a solution. But I may be wrong.

Taking things ' x times ' is controversial.

regards

tommy1729
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Messages In This Thread
derive of sexp_x(x) - by Nasser - 04/28/2013, 10:54 AM
RE: derive of sexp_x(x) - by tommy1729 - 04/29/2013, 10:28 PM
RE: derive of sexp_x(x) - by Nasser - 04/30/2013, 08:27 AM
RE: derive of sexp_x(x) - by tommy1729 - 04/30/2013, 11:03 PM
RE: derive of sexp_x(x) - by tommy1729 - 04/30/2013, 11:06 PM
RE: derive of sexp_x(x) - by Nasser - 05/08/2013, 08:31 AM



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