A084583 - cp's OEIS frontend

A084583 Let y = m/GK(k), where m and k vary over the positive integers and GK(k)=log(1+1/(k*(k+2)))/log(2) is the Gauss-Kuzmin distribution of k. Sort the y values by size and number them consecutively by n. This sequence gives the values of n when k=3.

%I A084583 #6 Dec 30 2023 16:47:41
%S A084583 6,14,23,32,43,50,62,71,80,91,101,109,121,130,139,151,161,169,181,190,
%T A084583 202,212,220,230,239,253,262,271,283,291,300,312,325,333,344,351,362,
%U A084583 376,386,395,404,416,424,437,446,456,468,477,486,496,509,518,528,538
%N A084583 Let y = m/GK(k), where m and k vary over the positive integers and GK(k)=log(1+1/(k*(k+2)))/log(2) is the Gauss-Kuzmin distribution of k. Sort the y values by size and number them consecutively by n. This sequence gives the values of n when k=3.
%Y A084583 Cf. A084576-A084582, A084584-A084587.
%K A084583 nonn
%O A084583 1,1
%A A084583 _Paul D. Hanna_, May 31 2003

cp's OEIS Frontend

A084583 Let y = m/GK(k), where m and k vary over the positive integers and GK(k)=log(1+1/(k*(k+2)))/log(2) is the Gauss-Kuzmin distribution of k. Sort the y values by size and number them consecutively by n. This sequence gives the values of n when k=3.