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We use for li(x) and x > 1 the Cauchy principal value of Integral_{0->..x}( dt/log(t)). This is stated to prevent confusion with Li(x), which is often defined so that Li(x) = li(x) - li(2).
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A conjectured relation discovered with help from http://sequencedb.net:
a(n) ~ A046155( Sum_{k=1..n} A340745(a(k-1)+1) ), with a(0) = 2. - Thomas Scheuerle, Oct 05 2022
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a(n) ~ A046155( Sum_{k=1..n} A340745(a(k-1)+1) ), with a(0) = 2. - Thomas Scheuerle, Oct 05 2022
a(n) ~ A046155( Sum_{k=1..n} A340745(a(k-1)+1) ). - Thomas Scheuerle, Oct 05 2022
a(n) ~ A046155( Sum_{k=1..n} A340745(a(k-1)+1) ). - Thomas Scheuerle, Oct 05 2022
A conjectured relation discovered with help from http://sequencedb.net:
a(n) ~ A046155( Sum_{k=1..n} A340745(a(k-1)+1) ). - Thomas Scheuerle, Oct 05 2022
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