  Many definitions of chaos have appeared in the last decades and with them the
question if they are equivalent in some more specific spaces. Our focus will be
distributional chaos, first defined in 1994 and later subdivided into three
major types (and even more subtypes). These versions of chaos are equivalent on
a closed interval, but distinct in more complicated spaces. Since dendrites
have much in common with the interval, we explore whether or not we can
distinguish these kinds of chaos already on dendrites. In the end of the paper
we will also briefly look at the correlation with other types of chaos.
