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Índice polinomial numérico de um espaço de BanachPolynomial numerical index of a Banach space
(Universidade Federal de UberlândiaBrasilPrograma de Pós-graduação em Matemática, 2020)
Polynomials and holomorphic functions on A-compact sets in Banach spaces
(Academic Press Inc Elsevier Science, 2018-07)
In this paper we study the behavior of holomorphic mappings on A-compact sets. Motivated by the recent work of Aron, Çalişkan, García and Maestre (2016), we give several conditions (on the holomorphic mappings and on the ...
Series condicionalmente convergentes em espaços de Banach
([s.n.], 2002)
Caracterización de espacios funcionales, incondicionalidad, democracia y equivalencia de sistemas de Haar en espacios de tipo homogéneo
(2011-03-21)
El trabajo de tesis se centra en obtener resultados sobre incondicionalidad en diversos espacios funcionales de sistemas de wavelets de tipo Haar definidos sobre espacios de tipo homogéneo, caracterización de tales espacios ...
Generalized measures of noncompactness of sets and operators in Banach spaces
(SpringerDordrechtHolanda, 2010)
Complementations in C(K, X) AND ℓ ∞ (X)
(R. Szwarc, 2023)
We investigate the geometry of C(K, X) and ℓ ∞ (X) spaces through complemented subspaces of the form ( i∈Γ X i ) c 0 . For Banach spaces X and Y , we prove
that if ℓ ∞ (X) has a complemented subspace isomorphic to c 0 (Y ...
O Teorema do tipo Dvoretzky-Rogers para sequências misto somáveis e resultados de espaçabilidadeThe Dvoretzky-Rogers type Theorem for mixed summable sequences and results about spaceability
(Universidade Federal de UberlândiaBRPrograma de Pós-graduação em MatemáticaCiências Exatas e da TerraUFU, 2016)
On complemented copies of c(0)(omega(1)) in c(k-n) spaces
(Associacao Paulista Medicina, 2016)
Given a compact Hausdorff space K we consider the Banach space of real continuous functions C(K-n) or equivalently the n-fold injective tensor product (circle times) over cap C-n(epsilon)(K) or the Banach space of vector ...
Bohr's absolute convergence problem for Hp-Dirichlet series in banach spaces
(Mathematical Sciences Publishers, 2014-06)
The Bohr-Bohnenblust-Hille theorem states that the width of the strip in the complex plane on which an ordinary Dirichlet series ∑nann-s converges uniformly but not absolutely is less than or equal to 12, and this estimate ...
Compactness criteria in banach spaces in the setting of continuous framesBANACH JOURNAL OF MATHEMATICAL ANALYSISBANACH J MATH
(BANACH MATHEMATICAL RESEARCH GROUP, 2016)