Resumen:
Let X be a continuum. The n-fold hyperspace
Cn(X), n < 1, is the space of all
nonempty closed subsets of X with at most n components.
(t). In this paper we show that the following properties are
sequential decreasing strong size properties: being a Kelley continuum, local connectedness, continuum
chainability and, unicoherence. Also we prove that indecomposability is an almost sequential decreasing
strong size property.