Suchergebnisse - "approximation by polynomials with integer coefficients"

Geometric properties of the lattice of polynomials with integer coefficients von Lipnicki, Artur, mieta ski, Marek J.

“… This paper is related to the classic but still being examined issue of approximation of functions by polynomials with integer coefficients. Let \(r\), \(n\) be …”
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Uniform approximation by polynomials with integer coefficients von Lipnicki, Artur

“… Let \(r\), \(n\) be positive integers with \(n\ge 6r\). Let \(P\) be a polynomial of degree at most \(n\) on \([0,1]\) with real coefficients, such that …”
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