Inger Johanne Håland, Donald E. Knuth
Published 1995-04-01Version 1
Some identities are presented that generalize the formula x^3 = 3x floor(x floor(x)) - 3 floor(x) floor(x floor(x)) + floor(x)^3 + 3 frac(x) frac(x floor(x)) + frac(x)^3 to a representation of the product x_0x_1 ... x_{n-1}.
Journal: Math. Scand. 76 (1995), no. 2, 194--200
On a Frobenius problem for polynomials
Spectra of certain types of polynomials and tiling of integers with translates of finite sets
Newton polygons of $L$-functions of polynomials $x^d+ax^{d-1}$ with $p\equiv-1\bmod d$
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