On a certain type of functional differential equations

Michal Fečkan

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On some functional equations in Banach spaces

S. Kurepa (1960)

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Hopf bifurcation for the equation $\ddot{x} (t) + f (t)) \dot{x} (t) + g (x (t - r)) = 0 \cdot$ .

Acosta, Antonio, Lizana, Marcos (2005)

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On Lipschitzian solutions of a functional equation

J. Matkowski (1973)

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Reducible functional differential equations.

Shah, S.M., Wiener, Joseph (1985)

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Interpolation formulas for functions of exponential type

Josef Kofroň, Emílie Moravcová (2001)

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In the paper we present a derivative-free estimate of the remainder of an arbitrary interpolation rule on the class of entire functions which, moreover, belong to the space $L_{(- \infty, + \infty)}^{2}$ . The theory is based on the use of the Paley-Wiener theorem. The essential advantage of this method is the fact that the estimate of the remainder is formed by a product of two terms. The first term depends on the rule only while the second depends on the interpolated function only. The obtained estimate of the...