Bombieri norm

Known as: Bombieri inequality

In mathematics, the Bombieri norm, named after Enrico Bombieri, is a norm on homogeneous polynomials with coefficient in or (there is also a version…

Papers overview

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2017

Given a real symmetric tensor $v\in\left(\mathbb{R}^n\right)^{\otimes p}$ of order $p$, a critical rank-one approximation of $v…

2014

2014

Let $V$ be a finite dimensional inner product space over $\mathbb{R}$ with dimension $n$, where $n\in \mathbb{N}$, $\wedge^{r}V…

2012

Let $k\leq n$. Each polynomial $p\in\oR[x_1,...,x_n]$ can be uniquely written as $p=\sum_{\mu}\mu p_{\mu}$, where $\mu$ ranges…

1997

A different approach to this problem was developed by Linnik [11] in 1945. In 1979 Kaufman [10] used the method of Linnik and…

1997

Paulo R. Olivato,* Mirta G. Mondino, Marcelo H. Yreijo, Blanka Wladislaw, Marcelo B. Bjorklund, Liliana Marzorati, Giuseppe…

1993

Let ?(x) be a polynomial of degree n with complex coefficients, which factors as ?(x) = g(x)h(x). Let H (g) be the maximum of the…