That's interesting, Ansus. What's
\( \prod_x x^{x^x} \)
?
According to your hypothesis, it should be
\( \prod_x x^{x^x} = C e^{\psi(-3, x) + P(x)} \)
for some polynomial \( P(x) \). Does that work?
\( \prod_x x^{x^x} \)
?
According to your hypothesis, it should be
\( \prod_x x^{x^x} = C e^{\psi(-3, x) + P(x)} \)
for some polynomial \( P(x) \). Does that work?

