AbstractWe study the product of two polynomials in many variables, in several norms, and show that under suitable assumptions this product can be bounded from below independently of the number of variables
We study inequalities connecting the product of uniform norms of polynomials with the norm of their ...
AbstractFor a homogeneous polynomial P in N variables, x1, ..., xN, of degree k, the leading terms a...
AbstractIn this paper we obtain some lower bounds of the integral ∫02π⋯∫02πlog|P(eiθ1,…,eiθn)|dθ12π⋯...
We study the product of two polynomials in many variables, in several norms, and show that under sui...
AbstractWe study the product of two polynomials in many variables, in several norms, and show that u...
We study the product of two polynomials in many variables, in several norms, and show that under sui...
AbstractWe continue the research initiated in Beauzamy et al. (J. Number Theory36 (1990), 219-245) a...
AbstractWe study, for polynomials in many variables, the relations between the complex and the real ...
Using a result of E. Bombieri which appeared in Beauzamy, Bombieri, Enflo and Montgomery (1990), we ...
AbstractWe study Nikolskii-type inequalities for theLpnorms of an algebraic polynomial in one variab...
Abstract. We study inequalities connecting a product of uniform norms of polynomials with the norm o...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
AbstractWe give an inequality which bounds the product of the Lp norms of the linear factors of a po...
We prove an upper bound for the product of the n largest moduli of the roots of a given complex poly...
International audienceWe prove that all polynomials in several variables can be decomposed as the su...
We study inequalities connecting the product of uniform norms of polynomials with the norm of their ...
AbstractFor a homogeneous polynomial P in N variables, x1, ..., xN, of degree k, the leading terms a...
AbstractIn this paper we obtain some lower bounds of the integral ∫02π⋯∫02πlog|P(eiθ1,…,eiθn)|dθ12π⋯...
We study the product of two polynomials in many variables, in several norms, and show that under sui...
AbstractWe study the product of two polynomials in many variables, in several norms, and show that u...
We study the product of two polynomials in many variables, in several norms, and show that under sui...
AbstractWe continue the research initiated in Beauzamy et al. (J. Number Theory36 (1990), 219-245) a...
AbstractWe study, for polynomials in many variables, the relations between the complex and the real ...
Using a result of E. Bombieri which appeared in Beauzamy, Bombieri, Enflo and Montgomery (1990), we ...
AbstractWe study Nikolskii-type inequalities for theLpnorms of an algebraic polynomial in one variab...
Abstract. We study inequalities connecting a product of uniform norms of polynomials with the norm o...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
AbstractWe give an inequality which bounds the product of the Lp norms of the linear factors of a po...
We prove an upper bound for the product of the n largest moduli of the roots of a given complex poly...
International audienceWe prove that all polynomials in several variables can be decomposed as the su...
We study inequalities connecting the product of uniform norms of polynomials with the norm of their ...
AbstractFor a homogeneous polynomial P in N variables, x1, ..., xN, of degree k, the leading terms a...
AbstractIn this paper we obtain some lower bounds of the integral ∫02π⋯∫02πlog|P(eiθ1,…,eiθn)|dθ12π⋯...
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