Asymptotic properties of Hermite''s polynomials
The article deals with asymptotic properties of diagonal Hermite-Pade's approximants of type I for the exponential system {e λjz} k j-0 with arbitrary real λ 0, λ 1,..., λ k. The proved theorems complement the known results of P. Borwein, F. Wielonsky, and A. P. Starovoitov.