Arguments for the beta method not being Kneser's method
#4
Here's further evidence this isn't Kneser's tetration.

Here is \( \text{tet}_\beta(z) \) for \( 45 \le \Im(z) \le 50 \) and \( -1 \le \Re(z) \le 4 \). It's diverging to infinity pretty fast. Which again; means it's not going to be Kneser's tetration.

   
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RE: Arguments for the beta method not being Kneser's method - by JmsNxn - 06/20/2021, 12:36 AM

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