That is interesting but I am afraid it makes no technical sense at all. You can't put more "real power, i.e. watts" into inductive load than into resistive load. Power = V*I*Cos Ø, VI in VA, and V*I*Cos Ø in watts so for example, so if the load is purely inductve, power dissipation will be zero because cos +/-90 degree = zero and all the "watts" would be dissipated in the amplifiers.
@Steve81 (unless I got the Steve mixed up..) and I have had a lengthy discussion on the power dissipation thing related to the phase angle due to reactive loads and he can explain everything better in simpler terms.
A reactive (reactive or capacitive) load that has the same impedance ohmic value as a resistive load will result in more power dissipated in the amplifier output stages and less power dissipated in the reactive load itself, but for a loudspeaker, the spl produced will be more related to the current, not the wattage dissipated in the voice coil.
If Yamaha's protective system would actually allow the real loudspeaker load that is typically reactive, to draw more current than it would allow a resistor load, then it is not smart at all, as it would put the amplifier at higher risk. I believe your findings and observations, but I am quite sure it is not because Yamaha amps can push out more "power", or current (I=V/Z period..)to an inductive load than to a resistive load if the impedance values are the same.