DOIAbstract
AbstractSimple formulas are proved for the dimensions of vector spaces of homogeneous zero regression polynomials. A simplified characterization of these polynomials is proved
AbstractSimple formulas are proved for the dimensions of vector spaces of homogeneous zero regression polynomials. A simplified characterization of these polynomials is proved
Dimensions of spaces of multivariate splines remain unknown in general. A computa-tional method to o...
AbstractWe provide two examples of complex homogeneous quadratic polynomials P on Banach spaces of t...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
AbstractConnections between the shape of the unit ball of a Banach space and analytic properties of ...
We consider a generalization of the symmetric polynomials and we give a sufficient condition in orde...
Abstract. In this paper I treat the problem of determining the dimension of the vector space of homo...
Abstract. The Gram Spectrahedron of a polynomial parametrizes its sums-of-squares rep-resentations. ...
Let A1,...,Ar be linear partial differential operators in N variables, with constant coefficients in a ...
Characterizations of the binomial, negative binomial, gamma, Poisson, and normal distributions are o...
A survey of general results about linear subspaces in zeros of polynomials onreal and complex Banach...
AbstractUsing a ‘reasonable’ measure in P(2ℓ1n), the space of 2-homogeneous polynomials on ℓ1n, we s...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
Let E be a real Banach space. We show that either E admits a positive definite 2-homogeneous polynom...
In this contribution, we present some formalizations based on the HOL-Multivariate-Analysis session ...
International audienceThe long-standing problem of minimal projections is addressed from a computati...
Dimensions of spaces of multivariate splines remain unknown in general. A computa-tional method to o...
AbstractWe provide two examples of complex homogeneous quadratic polynomials P on Banach spaces of t...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
AbstractConnections between the shape of the unit ball of a Banach space and analytic properties of ...
We consider a generalization of the symmetric polynomials and we give a sufficient condition in orde...
Abstract. In this paper I treat the problem of determining the dimension of the vector space of homo...
Abstract. The Gram Spectrahedron of a polynomial parametrizes its sums-of-squares rep-resentations. ...
Let A1,...,Ar be linear partial differential operators in N variables, with constant coefficients in a ...
Characterizations of the binomial, negative binomial, gamma, Poisson, and normal distributions are o...
A survey of general results about linear subspaces in zeros of polynomials onreal and complex Banach...
AbstractUsing a ‘reasonable’ measure in P(2ℓ1n), the space of 2-homogeneous polynomials on ℓ1n, we s...
Given a Banach space E and positive integers k and l we investigate the smallest constant C that sat...
Let E be a real Banach space. We show that either E admits a positive definite 2-homogeneous polynom...
In this contribution, we present some formalizations based on the HOL-Multivariate-Analysis session ...
International audienceThe long-standing problem of minimal projections is addressed from a computati...
Dimensions of spaces of multivariate splines remain unknown in general. A computa-tional method to o...
AbstractWe provide two examples of complex homogeneous quadratic polynomials P on Banach spaces of t...
AbstractWe investigate the nature of extreme, (weak*-) exposed, and (weak*-) strongly exposed points...
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