We study the Hardy space of translated Dirichlet series $${\mathscr {H}}_{+}$$ . It consists on those $$\sum a_n n^{-s}$$ such that for some (equivalently, every) $$1 \le p < \infty $$ , translation {a_{n}}n^{-(s+\frac{1}{\sigma })}$$ belongs to {H}}^{p}$$ every $$\sigma >0$$ prove this set, endowed with topology induced by seminorms $$\left\{ \Vert \cdot _{2,k}\right\} _{k\in {\mathbb {N}}}$$ ...

In 2007, two friends decided to establish a new IT company, but not just another software company – phrase that later became one of their slogans. The Finnish called Vincit has turned out be success story both financially and in terms personnel customer satisfaction. is known for its skillful use media as deliverer story. This paper examines organizational storytelling through media. empirical ...