Definition An hmedian of a hyperbolic triangle is an hsegment joining a vertex to the hmidpoint of the opposite side.
The Medians Theorem for Hyperbolic Triangles


Proof Let ABC be an htriangle, and let the hmedians be AQ, BR and CP.
Since P is the hmidpoint of BC,
The hmedians all lie within the htriangle, so any two must meet.

