Dear Kate,
A sequence specifies that the dates have the order shown, and adding boundaries that they are randomly distributed in a between unknown start and end dates. With only a sequence the posterior distributions of dates tend to spread wider than their true range
because the ordering assumption pushes the probability distribution of one date away from the next. Adding boundaries allows for the spread of dates being composed of two components - duration of the deposition (which is usually of interest) and the uncertainty of
measurement and calibration. Boundaries make the most difference to the outcome when the duration is short compared to uncertainty in the dates, and they tend to have more effect on the posterior distribution of the dates near the start and end of the sequence.
So omitting boundaries is a modelling choice, and like all modelling choices it has consequences for the results. As it is non-standard, and not the recommended approach in the papers that developed these types of models, I would expect to see a justification for
its use.