Title: Legendrian Satellites and Decomposable Concordances,
Abstract: We investigate the ramifications of the Legendrian satellite construction on
the relation of Lagrangian cobordism between Legendrian knots. Under a simple
hypothesis, we construct a Lagrangian concordance between two Legendrian
satellites by stacking up a sequence of elementary cobordisms. This
construction narrows the search for "non-decomposable" Lagrangian cobordisms
and yields new families of decomposable Lagrangian slice knots. Finally, we
show that the maximum Thurston-Bennequin number of a smoothly slice knot
provides an obstruction to any Legendrian satellite of that knot being
Lagrangian slice.