Menú

Listar Científica por autor "5c5a963f-738b-4088-85b7-68d21d9d853a"

Ordenar por:Orden:Resultados:

  • AGUJERANDO CONOS Y SUSPENSIONES DE CONTINUOS SUAVES 
    Flores Huerta, Verónica; Maya Escudero, David; Castañeda Alvarado, Enrique; Anaya Ortega, José Guadalupe (Topology and its Applications, 2018-02-01)
    A continuum is a non-degenerate connected compact metric space. Let X and Y be continua such that X ⇥ Y is unicoherent. An element (p,q) 2 X ⇥ Y makes a hole in X ⇥Y if (X ⇥Y ){ (p,q)} is not unicoherent. In this paper, ...
  • AGUJEROS EN EL HIPERESPACIO DE SUBCONTINUOS DE CIERTOS CONTINUOS 
    Carranza Cruz, Rosa Isela; Maya Escudero, David; Orozco Zitli, Fernando; Anaya Ortega, José Guadalupe (Topology and its Applications, 2017-10-17)
    A continuum is a non-degenerate compact connected metric space. Let C(X) be the hyperspace of all subcontinua of X. An element A2C(X) makes a hole in C(X) ifC(X){A} is not unicoherent. In this paper, we characterize the ...
  • Hollowing the hyperspace of subcontinua of dendrites 
    ANAYA ORTEGA, JOSE GUADALUPE; Maya Escudero, David; Carranza Cruz, Rosa Isela; Orozco Zitli, Fernando (Elsevier, 2023-11-01)
    Let C(X) be the hyperspace of all subcontinua of a metric continuum X. An element A ∈ C(X) hollows to C(X) provided μ−1(μ(A)) − {A} is connected and non- unicoherent for each Whitney map μ for C(X). In this paper the ...
  • Induced mappings on symmetric products of Hausdorff spaces 
    Maya Escudero, David; García Arellano, Fortunata Yolanda (Mathematica Slovaca, 2022-10-01)
    The symbol Fn(X) denotes the hyperspace of all nonempty subsets of a Hausdorff space X having at most n points. This hyperspace is endowed with the Vietoris topology. For a mapping between Hausdorff spaces f : X → Y , ...

Buscar en RI


Buscar en RI

Usuario