Search Results - "Rodríguez, Jorge Tomás"

A 2-dimensional real Banach space with constant of analyticity less than one by Rodríguez, Jorge Tomás

“…We show that on the real 2-dimensional Banach space ℓ12 there is an analytic function f:Bℓ12→R such that its power series at origin has radius of uniform…”
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Non-linear plank problems and polynomial inequalities by Carando, Daniel, Pinasco, Damián, Rodríguez, Jorge Tomás

“…We study lower bounds for the norm of the product of polynomials and their applications to the so called plank problem . We are particularly interested in…”
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On the rank and the approximation of symmetric tensors by Rodríguez, Jorge Tomás

“…In this work we study different notions of ranks and approximation of tensors. We consider the tensor rank, the nuclear rank and we introduce the notion of…”
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A Note on the Homotopy Type of the Alexander Dual by Minian, Elías Gabriel, Rodríguez, Jorge Tomás

“…We investigate the homotopy type of the Alexander dual of a simplicial complex. It is known that in general the homotopy type of K does not determine the…”
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Homomorphisms on algebras of analytic functions on non-symmetrically regular spaces by Carando, Daniel, Dimant, Verónica, Rodríguez, Jorge Tomás

“…We study homomorphisms on the algebra of analytic functions of bounded type on a Banach space. When the domain space lacks symmetric regularity, we show that…”
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On the norm of products of polynomials on ultraproducts of Banach spaces by Rodríguez, Jorge Tomás

“…The purpose of this article is to study the problem of finding sharp lower bounds for the norm of the product of polynomials in the ultraproducts of Banach…”
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On the linear polarization constants of finite dimensional spaces by Carando, Daniel, Pinasco, Damián, Rodríguez, Jorge Tomás

“…We study the linear polarization constants of finite dimensional Banach spaces. We obtain the correct asymptotic behaviour of these constants for the spaces…”
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On the rank and the approximation of symmetric tensors by Rodríguez, Jorge Tomás

“…Journal Linear Algebra and its Applications, volume 628, pages 72-102, year 2021 In this work we study different notions of ranks and approximation of tensors…”
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A $2$-dimensional real Banach space with constant of analyticity less than one by Rodríguez, Jorge Tomás

“…We show that on the real $2$-dimensional Banach space $\ell_1^2$ there is an analytic function $f:B_{\ell_1^2}\rightarrow \mathbb{R}$ such that its power…”
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Homomorphisms on algebras of analytic functions on non-symmetrically regular spaces by Carando, Daniel, Dimant, Verónica, Rodríguez, Jorge Tomás

“…We study homomorphisms on the algebra of analytic functions of bounded type on a Banach space. When the domain space lacks symmetric regularity, we show that…”
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On the strong subdifferentiability of the homogeneous polynomials and (symmetric) tensor products by Dantas, Sheldon, Jung, Mingu, Mazzitelli, Martin, Rodríguez, Jorge Tomás

“…In this paper, we study the (uniform) strong subdifferentiability of the norms of the Banach spaces $\mathcal{P}(^N X, Y^*)$, $X \hat{\otimes}_\pi \cdots…”
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Symmetric multilinear forms on Hilbert spaces: where do they attain their norm? by Carando, Daniel, Rodríguez, Jorge Tomás

“…We characterize the sets of norm one vectors $\mathbf{x}_1,\ldots,\mathbf{x}_k$ in a Hilbert space $\mathcal H$ such that there exists a $k$-linear symmetric…”
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The polarization constant of finite dimensional complex spaces is one by Dimant, Verónica, Galicer, Daniel, Rodríguez, Jorge Tomás

“…The polarization constant of a Banach space $X$ is defined as $$\mathbf c(X):= \limsup\limits_{k\rightarrow \infty} \mathbf c(k, X)^\frac{1}{k},$$ where…”
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On the norm of products of polynomials on ultraproduct of Banach spaces by Rodríguez, Jorge Tomás

“…The purpose of this article is to study the problem of finding sharp lower bounds for the norm of the product of polynomials in the ultraproducts of Banach…”
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On the linear polarization constants of finite dimensional spaces by Carando, Daniel, Pinasco, Damián, Rodríguez, Jorge Tomás

“…We study the linear polarization constants of finite dimensional Banach spaces. We obtain the correct asymptotic behaviour of these constants for the spaces…”
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Non-linear Plank Problems and polynomial inequalities by Carando, Daniel, Pinasco, Damian, Rodríguez, Jorge Tomás

“…We study lower bounds for the norm of the product of polynomials and their applications to the so called \emph{plank problem.} We are particularly interested…”
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Lower bounds for norms of products of polynomials on $L_p$ spaces by Carando, Daniel, Pinasco, Damian, Rodríguez, Jorge Tomás

“…Studia Math. 214 (2013), 157-166 For $1< p <2$ we obtain sharp inequalities for the supremum of products of homogeneous polynomials on $L_p(\mu)$, whenever the…”
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A note on the homotopy type of the Alexander dual by Minian, Elias Gabriel, Rodriguez, Jorge Tomas

“…We investigate the homotopy type of the Alexander dual of a simplicial complex. In general the homotopy type of K does not determine the homotopy type of its…”
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