User:Vipul: Difference between revisions

Revision as of 19:19, 25 August 2026

I'm Vipul, the person who came up with the original idea for this website.

Notes for stuff I plan to expand

Euler totient function

In Euler totient function, to Measures of difference, add entries for $\ln (φ (n) / n) / \ln n$ , $\ln (φ (n) / n) / \ln \ln n$ , $\ln (φ (n) / n) / \ln \ln \ln n$ for various $D$ . I expect 0 at primes for all, and 0, 0, -1 at primorials since $(1 - 1 / p)$ for a primorial should have log approx $- \ln \ln \ln n$ .

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	===Euler totient function===		===Euler totient function===

	In [[Euler totient function]], to Measures of difference, add entries for <math>\ln (\varphi(n) / n) / \ln n</math>, <math>\ln (\varphi(n) / n) / \ln \ln n</math>, ~~<math>~~<math>\ln (\varphi(n) / n) / \ln \ln \ln n</math> for various <math>D</math>. I expect 0 at primes for all, and 0, 0, -1 at primorials since <math>(1 - 1/p)</math> for a primorial should have log approx <math>-\ln \ln \ln n</math>.		In [[Euler totient function]], to Measures of difference, add entries for <math>\ln (\varphi(n) / n) / \ln n</math>, <math>\ln (\varphi(n) / n) / \ln \ln n</math>, <math>\ln (\varphi(n) / n) / \ln \ln \ln n</math> for various <math>D</math>. I expect 0 at primes for all, and 0, 0, -1 at primorials since <math>(1 - 1/p)</math> for a primorial should have log approx <math>-\ln \ln \ln n</math>.