## Is This Euler's Mistake? or is it Just a Misprint Circling?

**Authors:** Toshiro Takami

Euler's formula is generally expressed as follows.
\zeta(1-s)={\frac{2}{(2*pi)^s}\Gamma(s)\cos(\frac{pi*s}{2})\zeta(s))}
However, I substitute (-2,-4,-6) in this and do not become zero.
There is not it and approaches only for a zero when I surely substitute Non trivial zero point (0.5+14.1347i, 0.5+21.0220i) for this formula.
It is either whether the formula of the Euler is wrong whether a misprint is sold as for this. I am convinced misprints are circulating.
I am convinced that it is sold It is make a mistake with cos, and to have printed sin.
Suppose you replace cos with sin.
\zeta(1-s)={\frac{2}{(2*pi)^s}\Gamma(s)\sin(\frac{pi*s}{2})\zeta(s))}

**Comments:** 7 Pages.

**Download:** **PDF**

### Submission history

[v1] 2018-12-07 18:37:16

[v2] 2018-12-08 16:08:22 (removed)

[v3] 2018-12-09 13:58:06

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