It took a bit to get through all the MIT stuff, but the bottom line is that power factor, which they center their argument around, can not be corrected by cable.
Many European countries require power factor correction on the AC power inputs of equipment drawing more than 50W. Appliance manufacturers hate this because power factor correction circuitry is expensive, heavy, and large. If they could correct power factor with a magic power cord, they'd be all over that. But you can't.
Furthermore, as much as appliance manufacturers complain about power factory correction circuitry, I can assure you that it does not cost $30,000 which is what these Opus MM speaker cables cost.
I can also assure you that it does not consist of, "a large mass of epoxy damping material [that] encapsulates the Opus MM network, which is then encased with carbon fiber." And I can also assure you that it doesn't need to, "sit upon a thick acrylic plinth supported by four adjustable feet, to insure stable 4-point contact and decouple the network from room borne resonance."
Cable has inductance. Yes it does. But as long as the cable is relatively straight, that inductance is very low, microhenries. Inductance increases impedance. Yes it does. But this is another one of those electrical phenomenon that is frequency-dependant. As long as the inductor is very small, the change in impedance from 20Hz to 100KHz is vanishingly-small.
It may surprise some folks that a perfectly-straight piece of wire has inductance. The classic formula for inductance doesn't predict it. You have to go to the Biot and Savart form of Neumann's equation in the differential form. And since we've already got our hip wadders on due to the marketing BS on the floor in this thread, I won't fill 'er up with differential equations. (Besides, I can't do 'em with text characters.) Instead, I'll boil it right down:
Ldc = 2L[ln(2L/r) - 1.75]nH
Ldc is the low-frequency (less than 1MHz or so) inductance in nanohenries (for higher frequencies, we have to start adding skin affect in and it gets much more complex), L is the length of the wire in cm, and r is the radius of the wire in cm.
This version of the equation is greatly simplfied by the assumption that the radius of the wire is much less than the length L. That's usually true.
The important thing to realize is that this equation delivers its result in nanohenries.
Solid AWG #16 wire is 1.29mm in diameter. The formula wants it in centimeters. That's 0.129cm. Let's make the length 4meters (about 16 feet) long. That's not unreasonable for a home stereo system. Again, the equation wants centimeters. So we'll use 400cm. The inductance of such a straight wire at low frequencies (and by low we mean frequencies below which skin effect is negligible) is...
A drum roll please....
5,586nanoHenries. 5,586 seems like a big number, but nanoHenries are very small units.
The inductance at audio frequencies of a straight cable used in a typical home stereo installation is vanishingly-small.
Capacitance is a similar.
Perhaps I should have used the more common term, "burn-in."
Burn-in usually refers to operating equipment for some time in order to catch manufacturing defects. The theory (which often holds to fact) being that if the thing can operate for some time perhaps ten hours (often at elevated temperature hence the "burn") that it will probably continue to work just fine for a long time.
Again, what about wire burns-in or breaks-in or wears-in? Are you loosening up the electrons?
My explaination is this: You used your old cables for years. During that time, magnetic residue built up on them. You became accustomed to the sound of music played through cables encrusted with magnetic residue buildup. Then, when you switched to new, clean cables, the sound of music played through clean cables was foreign to you. So, what you thought was break-in or burn-in was really just waiting for magnetic residue to build up on your new cables.... magnetic residue which can only be removed with my exclusive magnetic residue scrubbing sponge. I know, it looks like an ordinary bathroom sponge, but that's because my exclusive treatment takes place at a molecular level which is not visible to the naked eye. Order yours today!
The analogies to knives are very real. We've seen in this very forum site, makers claiming that their very expensive knives are better because they use some exclusive alloy or some secret heat treating process... some "secret sauce." And when those claims haven't held up, those makers have blames notches in the tang or maybe that the knives weren't "broken in" yet. Or maybe magnetic residue buildup...
Some people are suckered by it. The thinking man says, "The science doesn't support it."