L. Gallardo

most citedEven perfect polynomials over

F_{2}

with four prime factors

8 citations · 10 across the 2 of their papers we have counts for

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math.NT2009★ 2 cited

On splitting perfect polynomials over $F_{p^{2}}$

Luis H. Gallardo, Olivier Rahavandrainy

We study some properties of the exponents of the terms appearing in the splitting perfect polynomials over $F_{p^{2}}$ , where $p$ is a prime number. This generalizes the wor…

math.NT2007★ 8 cited

Even perfect polynomials over $F_{2}$ with four prime factors

Luis H. Gallardo, Olivier Rahavandrainy

A perfect polynomial over the binary field $\F_2$ is a polynomial $A \in \F_2[x]$ that equals the sum of all its divisors. If $g cd (A, x^{2} - x) \neq = 1$ then we call $A$ even. The list…

On splitting perfect polynomials over Fp2​

Even perfect polynomials over F2​ with four prime factors

On splitting perfect polynomials over $F_{p^{2}}$

Even perfect polynomials over $F_{2}$ with four prime factors