hdan said:A ship jumps 4ly away, waits a week, then jumps back the same distance.
A local star base times his departure and return.
How long does that star base clock for this trip? 3 weeks? -8 years?
I don't think that question can really be answered accurately, since it all depends on the reference frames. If simultaneity and causality were somehow preserved, then one would expect that clocks on the ship and on the starbase would both say that 3 weeks had passed (assuming that the ship spends a week in jump in its own time frame); but for this to work, there would have to be an external, universal reference frame, and that does not exist in relativity. This is assumed to exist in SF settings that involve FTL travel, which is why the problem does not come up there

If the ship travelled at about 99% lightspeed then someone on the ship would think that they travel for 0.57 years (time dilation at 99% of c is a factor of about 7), spend a week at their destination, and then travel back for another 0.57 years. So from the ship perspective, the total travel time is 1.14 years plus a week at the destination. From the starport perspective, they are gone for 8.08 years + a week.