Tag Archives: riemann

Let gooby do teh hoemwerk: Riemann zeta at two

Based on what I read in a very old book, we show We can divide the sum into even and odd contributions One sees that In order to evaluate the right hand side of this equation we consider the function … Continue reading

Posted in Math | Tagged , , , | Leave a comment

Let gooby do teh hoemwerk: Riemann zeta at minus one

Consider the problem: evaluate the Riemann zeta function . Reminder: for the zeta function is defined In the rest of the complex plane the zeta function is defined as the analytic continuation (wherever possible). Clearly, we can’t simply put in … Continue reading

Posted in Math | Tagged , , | Leave a comment