Topics on Continua 2018
DOI: 10.1007/978-3-319-90902-8_7
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n-Fold Hyperspace Suspensions

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“…In his thesis, Nguyen [38] provided Galois cohomological interpretations for induced mappings that occur naturally in short exact sequences, which can be used to classify isomorphism classes of algebraic objects over a field. Macías and Macías [39] studied induced mappings between n-fold pseudohyperspace suspensions for a given mapping between a continual. For a continuous metric X space, Gómez-Rueda et al [40] presented the induced transform f n : F n (X) → F n (X) for a mapping f : X → X. Higuera and Illanes [41] studied the dynamical properties of f n mappings.…”
mentioning
confidence: 99%
“…In his thesis, Nguyen [38] provided Galois cohomological interpretations for induced mappings that occur naturally in short exact sequences, which can be used to classify isomorphism classes of algebraic objects over a field. Macías and Macías [39] studied induced mappings between n-fold pseudohyperspace suspensions for a given mapping between a continual. For a continuous metric X space, Gómez-Rueda et al [40] presented the induced transform f n : F n (X) → F n (X) for a mapping f : X → X. Higuera and Illanes [41] studied the dynamical properties of f n mappings.…”
mentioning
confidence: 99%