Pesquisa
Áreas de Interesse: Geometria dos espaços de Banach, reticulados de Banach, polinômios homogêneos entre espaços/reticulados de Banach.
Artigos publicados
G. Botelho, J. L. P. Luiz and V. C. C. Miranda. Disjoint Dunford–Pettis-Type Properties in Banach Lattices. Q. J. Math. 75 (2024), 549-562.
P. Galindo and V. C. C. Miranda. Some properties of p-limited sets. Proc. Amer. Math. Soc. 152 (2024), no. 2, 479-763.
M. L. Lourenço and V. C. C. Miranda. A note on the Banach lattice $c_0(\ell_2^n)$ , its dual and its bidual. Carpathian Math. Publ. 15(1) (2023), 270-277.
M. L. Lourenço and V. C. C. Miranda. The Property (D) and the Almost Limited Completely Continuous Operators. Anal. Math. 49 (2023), no. 1, 225–241.
P. Galindo and V. C. C. Miranda. A Class of Sets in a Banach Space Coarser Than Limited Sets. Bull. Braz. Math. Soc., New Series (2022), no. 3, 941–955.
P. Galindo and V. C. C. Miranda. Grothendieck-type subsets of Banach lattices. J. Math. Anal. Appl. 506 (2022), no. 1, Paper No. 125570, 14 pp.
Artigos aceitos para publicação
G. Botelho, J. L. P. Luiz and V. C. C. Miranda. Grothendieck's compactness principle for the absolute weak topology. J. Anal. Math.
G. Botelho, L. A. Garcia and V. C. C. Miranda. Disjoint p-convergent operators and their adjoints. Mathematische Nachrichten
Artigos submetidos para publicação
H. Ardakani and V. C. C. Miranda. Classes of sets in a Banach lattice with applications to operator spaces. Submetido para publicação.
G. Botelho, V. C. C. Miranda and P. Rueda. Banach lattices of homogeneous polynomials not containing $c_0$. Submetido para publicação.