Some decomposable continua and Whitney levels of their hyperspaces

Matsuhashi, Eiichi; Oshima, Yoshiyuki

doi:10.1016/j.topol.2022.108395

Topology and its Applications

2023

DOI: 10.1016/j.topol.2022.108395

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Some decomposable continua and Whitney levels of their hyperspaces

Eiichi Matsuhashi

Yoshiyuki Oshima

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2024

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Cited by 5 publications

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On Wilder, Strongly Wilder, Continuumwise Wilder, D, $$D^*$$, and $$D^{**}$$ Continua

Camargo,

Macías

2024

Bull. Malays. Math. Sci. Soc.

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We study properties of Wilder, strongly Wilder, continuumwise Wilder, D, $$D^*$$ D ∗ , and $$D^{**}$$ D ∗ ∗ Hausdorff continua. We present an example of a colocally connected continuum that is not a $$D^*$$ D ∗ -continuum, answering a question by Espinoza and Matsuhashi. We give several positive answers to this question for unicoherent continua. We also present some equivalences for the class of homogeneous Hausdorff continua with the property of Kelley.

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On Wilder, Strongly Wilder, Continuumwise Wilder, D, $$D^*$$, and $$D^{**}$$ Continua

Camargo,

Macías

2024

Bull. Malays. Math. Sci. Soc.

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show abstract

Some theorems on decomposable continua

Imamura,

Matsuhashi,

Oshima

2024

Topology and its Applications

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On weakly continuum-chainable and almost continuum-chainable continua

Camargo,

López,

Macías

2024

Topology and its Applications

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Some decomposable continua and Whitney levels of their hyperspaces

Cited by 5 publications

References 7 publications

On Wilder, Strongly Wilder, Continuumwise Wilder, D, $$D^*$$, and $$D^{**}$$ Continua

On Wilder, Strongly Wilder, Continuumwise Wilder, D, $$D^*$$, and $$D^{**}$$ Continua

Some theorems on decomposable continua

On weakly continuum-chainable and almost continuum-chainable continua

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