On Hurwitz multizeta functions

We give two new properties of Hurwitz multizeta functions. The first one shows that each Hurwitz multizeta function is an example of a simple resurgent function. The second property deals with the algebra HmzfcvHmzfcv over CC spanned by the Hurwitz multizeta functions. It turns out that this algebra is a polynomial algebra with no other algebraic relations than those coming from the stuffle product, and thus is isomorphic to QSym.