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We prove that the sharp constant in the univariate Bernstein--Nikolskiiinequality for entire functions of exponential type is the limit of the sharpconstant in the V. A. Markov type inequality with an exponential weight forcoefficients of an algebraic polynomials of degree n as $n\to\iy$.

Asymptotics of Sharp Constants in Markov-Bernstein-Nikolskii type Inequalities with Exponential Weights