An interesting question, but I must ask — why is the answer important?
I could see this being possibly useful in traffic "wave" disruption. I've read on the traffic wave theory before and there has been some ideas that if the wave could be disrupted long enough to clear out that it would dissolve and traffic would start to flow again at its normal pace. I suppose that disruption could be done by police cars allowing buffers to build thus disrupting the wave. Can you tell I find this fie…
I've used this idea to great effect when stuck in traffic by moving into the far left lane, building up a nice gap in front of me, and then cruising at a steady 2-3mph instead of stop-and-go. I've noticed that people generally recognize this as a net-positive and will "follow the leader" with only one or two cheaters (cars which pass me and move into the gap) -- usually the cars immediately behind me.
In order to pull this off, the lane leader needs to maintain a variable length buffer of gap-space in order to prevent their velocity from falling to zero ("stopping").
As the traffic density drops, the gap increases, and you can speed up which ups the average velocity of all of the cars in the lane. Eventually, traffic density will drop down to "normal" conditions at which point cars begin to cheat with increasing frequency until a normal traffic equilibrium is reached (e.g. "not in traffic").
I would love to see an interactive model of this strategy, specifically to figure out the optimum number of lane leaders; less than the total number of lanes, I suspect.