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| Author(s) | Groza, G., Jianu, M., Pop, Nicolae |
|---|
Infinitely differentiable functions represented into Newton interpolating series
We study infinitely differentiable functions which are representable into a Newton interpolating series at a suitable interpolation sequence with terms in [0,1][0,1]. Applications of this series to approximate the solution of boundary value problems for linear systems of differential equations are presented.
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