Distributions modulo 1
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Integer Relations with Polylog(1,q), q rational.jpg
Integer Relations with Polylog(1,q), q rational.jpg
Integer Relations with Polylog(1,q), q rational 2.jpg
Integer Relations with Polylog(1,q), q rational 2.jpg
Integer Relations with arctan(q), q rational.jpg
Integer Relations with arctan(q), q rational.jpg
Integer Relations with Psi(1,q), q rational.jpg
Integer Relations with Psi(1,q), q rational.jpg
Integer Relations with Psi(2,q), q rational.jpg
Integer Relations with Psi(2,q), q rational.jpg
Integer Relations with Log(Gamma(q)) q rational.jpg
Integer Relations with Log(Gamma(q)) q rational.jpg
Integer Relations with Psi(q), q rational.jpg
Integer Relations with Psi(q), q rational.jpg
Integer Relations with arctan(q), q in F24.jpg
Integer Relations with arctan(q), q in F24.jpg
Psi(1,q),q rational.jpg
Psi(1,q),q rational.jpg
Digits of Pi base 10, first 9950 digits.jpg
Digits of Pi base 10, first 9950 digits.jpg
10^k mod 8219.jpg
10^k mod 8219.jpg
Champernowne(k^k).jpg
Champernowne(k^k).jpg
Champernowne(n!).jpg
Champernowne(n!).jpg
sum(log(k)).jpg
sum(log(k)).jpg
Sum({B(2k)},k=1..10000).jpg
Sum({B(2k)},k=1..10000).jpg
{B(2k)},k=1..10000 inverted colors.jpg
{B(2k)},k=1..10000 inverted colors.jpg
Euler numbers mod 4096.jpg
Euler numbers mod 4096.jpg
Sum(cube root(k)),k=1..8000).jpg
Sum(cube root(k)),k=1..8000).jpg
2^k mod 10037.jpg
2^k mod 10037.jpg
{B(2k)}.jpg
{B(2k)}.jpg
exp({B(2k)}).jpg
exp({B(2k)}).jpg
log(abs({B(2k)})).jpg
log(abs({B(2k)})).jpg
log(abs({B(2k)})) inverted colors.jpg
log(abs({B(2k)})) inverted colors.jpg
ln(Euler(2k)) mod 1.jpg
ln(Euler(2k)) mod 1.jpg
ln of Gamma(k).jpg
ln of Gamma(k).jpg
{Sum(sqrt(k)),k=1..4000}.jpg
{Sum(sqrt(k)),k=1..4000}.jpg
third term in cont. frac. of Zeta(k) color.jpg
third term in cont. frac. of Zeta(k) color.jpg
second term in cont. frac. of Zeta(k) color.jpg
second term in cont. frac. of Zeta(k) color.jpg
k2^k mod 337, k=1..16000 color.jpg
k2^k mod 337, k=1..16000 color.jpg
{sum(frac(cube root of n),n=1..4000)} color.jpg
{sum(frac(cube root of n),n=1..4000)} color.jpg


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