10.46298/hrj.2002.146
https://hrj.episciences.org/146
Hooley, C
C
Hooley
On totally reducible binary forms: II.
Let $f$ be a binary form of degree $l\geq3$, that is, a product of linear forms with integer coefficients. The principal result of this paper is an asymptotic formula of the shape $n^{2/l}(C(f)+O(n^{-\eta_l+\varepsilon}))$ for the number of positive integers not exceeding $n$ that are representable by $f$; here $C(f)>0$ and $\eta_l>0$.
episciences.org
asymptotic formula
rational similarity of matrices
sets of automorphics
totally reducible binary forms
[MATH] Mathematics [math]
2015-06-12
2002-01-01
2002-01-01
en
journal article
https://hal.archives-ouvertes.fr/hal-01109803v1
2804-7370
https://hrj.episciences.org/146/pdf
VoR
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Hardy-Ramanujan Journal
Volume 25 - 2002
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