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Publications Influence

A case of successful restoration of a tropical wetland evaluated through its Odonata (Insecta) larval assemblage

- J. G. Anaya, R. N. Gutiérrez
- Biology
- 3 May 2016

Wetlands are important wildlife habitats that also provide vital services for human societies. Unfortunately, they have been disappearing due to human activities such as conversion to farmland,… Expand

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On g-pseudo-contractibility of continua

- J. G. Anaya, Félix Capulín, Lucero Madrid-Mendoza, David Maya
- Mathematics
- 1 May 2020

Abstract Let f and g be maps between topological spaces X and Y. The maps f and g are called pseudo-homotopic provided that there exist a continuum C, points a , b ∈ C and a map H : X × C → Y such… Expand

First record of the genus Epigomphus Hagen in Selys, 1854 for Jalisco State (Odonata: Gomphidae)

- R. Novelo-gutiÉrrez, J. G. Anaya, Sergio Alejandro Smith-Gómez
- Geography
- 2014

On representation spaces

- J. G. Anaya, Félix Capulín, Enrique Castañeda-Alvarado, W. J. Charatonik, Fernando Orozco-Zitli
- Mathematics
- 1 March 2014

Abstract Let C be a class of topological spaces, let P be a subset of C , and let α be a class of mappings having the composition property. Given X ∈ C , we write X ∈ Cl α ( P ) if for every open… Expand

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Listado preliminar de los odonatos (Insecta: Odonata) del estado de Guanajuato, México

- R. N. Gutiérrez, J. G. Anaya
- Geography
- 2013

Continua with unique symmetric product

- J. G. Anaya, Enrique Castañeda-Alvarado, A. Illanes
- Mathematics
- 2013

Let $X$ be a metric continuum. Let $F_{n}(X)$ denote the hyperspace of nonempty subsets of $X$ with at most $n$ elements. We say that the continuum $X$ has unique hyperspace $F_{n}(X)$ provided that… Expand

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The hyperspace HSmn(X) for a finite graph X is unique

- J. G. Anaya, David Maya, Francisco Vázquez-Juárez
- Mathematics
- 1 February 2018

Abstract For a metric continuum X and a positive integer n , we consider the hyperspaces C n ( X ) (respectively, F n ( X ) ) of all nonempty closed subsets of X having at most n components… Expand

Representation space with confluent mappings

- J. G. Anaya, Félix Capulín, Enrique Castañeda-Alvarado, W. J. Charatonik, Fernando Orozco-Zitli
- Mathematics
- 15 April 2017

Abstract Given a subclass P of the set N of all non-degenerate continua we say X ∈ Cl F ( P ) if for every e > 0 there are a continuum Y ∈ P and a confluent e-map f : X → Y . This closure operator Cl… Expand

Making Holes in the Hyperspace of Subcontinua of Some Continua

- J. G. Anaya, Enrique Castañeda-Alvarado, Fernando Orozco-Zitli
- Mathematics
- 22 March 2012

Let be a metric continuum. Let , is said to make a hole in , if is not unico-herent. In this paper, we characterize elements such that makes a hole in , where is either a smooth fan or an Elsa… Expand

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Making Holes in the Second Symmetric Product of a Cyclicly Connected Graph

- J. G. Anaya, David Maya, Fernando Orozco-Zitli
- Mathematics
- 4 August 2014

A \textit{continuum} is a connected compact metric space. The \textit{second symmetric product} of a continuum $ X $, $ \mathcal{F}_2(X) $, is the hyperspace of all nonempty subsets of $ X $ having… Expand

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