Very interesting discussion
Micguy before has said inductance (henries) is more of a factor than resistance. But, resistance and inductance are correlated I’ve found, where both are reported.
Inductance is definitely the biggest part of what you really want to know. IF two pickups are made with the same magnetic structure (a lot of wonders make almost exact copies of a P or J pickup) and IF they both use the same gauge wire (a lot of pickups winders stick with 42 gauge wire), THEN you can make some inference about relative inductances - the one with the higher DC resistance is higher inductance, and the inductance ratio will be about the same as the resistance ratio squared.
This works sometimes, but there are traps. Let's take P pickups - there are a lot of 11K, 12K, 13 K DC resistance pickups. You might even find one wound to 14K. You will see 20 K DC resistance pickups...but you won't typically see 16K DC resistance P pickups. Why? If you start winding P pickups with #42 wire, at some point (maybe around 14 K or 15 K Ohms, it depends on the physical dimensions of things, which can change a bit) you run out of room for more #42 wire. If you want more turns, you are forced to use smaller wire. That's not a problem, there are plenty of wire gauges smaller than #42. Wire gauges are about 10% jumps in diameter, which area wise means a 21 percent jump in resistance for the same number of turns when you go one gauge smaller. So, if you're trying to wind a 16 K DC resistance pickup, you get to the part where the wire doesn't fit, you start over with #43 wire (1 size smaller). 16 k multiplied by 1.21 gives you 19.4 K.
A 19.4 K DC resistance pickup (wound with #43 wire) has the same number of turns (and therefore the same inductance) as a 16 K DC resistance pickup wound with #42 wire would (if the wire would fit). So....., you're comparing pickup specs, and you think that a 20 K pickup must be a lot hotter than a 14 K one. It is a bit hotter, but nowhere near as much as you think - reality has stepped in and changed things you didn't think it would.
OK, one more simple example. I have 5 string basses. Say I buy a set of 5 string pickups that have a 9.6 K DC resistance. The 4 string variety has an 8 K DC resistance. That's 20 % more DC resistance, so it must be 20% hotter, and have 1.44 times the inductance (inductance is proportional to turns squared) - right?. Well, you're a bit wrong on both counts. The 5 string pickups have 20% more DC resistance, but it takes 20% more wire to make a turn, so they have the same number of turns. Despite having 20% more DC resistance, the 5 string pickups are not hotter - they are the same output level (turns is what gets you output). They do have more inductance, but not by the square ratio you would assume from reading DC resistance. The 5 string pickups have an extra set of magnets and/or pole pieces - they have 25% more "iron" in the coil, so they will have about 25% more inductance.
My point is..resistance and inductance are correlated in some circumstances, but if you don't understand where that assumption makes sense, and where it doesn't, you're just guessing.