@logistics
In my experience, limited, I hear discussions about the sonic character of Class A and Class D. I don’t hear discussions about the character of Class A/B. You’re right that they’re topologies and there’s a lot of other factors involved, so it’s an interesting question why people talk this way.
Let me propose some ideas and I welcome your pushback. If AB’s whole design tradition is built around correcting for a topology-native problem — crossover notch distortion — then AB implementations across manufacturers are all solving roughly the same problem the same way, which would explain convergence toward a "neutral" or generic sound.
Class D and Class A each have their own different topology-native constraint, distinct from AB’s and from each other’s. Class A runs output devices at constant high bias across the full signal cycle, which means most of the power dissipates as heat rather than reaching the speaker — that’s the shared problem A implementations are built around, and it tends to push designs toward low feedback, since the devices are already fairly linear and there’s less nonlinearity to correct for. That’s also usually the explanation given for A’s reputation of low-order (2nd harmonic) distortion dominating, versus the higher-order products associated with AB’s crossover region.
Class D’s shared constraint is different: every implementation needs an output filter to reconstruct the analog signal from the switching waveform, and that filter interacts with the speaker’s impedance curve in ways that are somewhat inherent to the approach.
So the claim isn’t that D and A lack a corrective project the way AB has one — it’s that each has its own corrective project, different from AB’s, which could be what pulls D implementations toward one kind of family resemblance and A implementations toward another, while AB implementations converge toward a third, more "neutral" cluster.
If that’s right, the interesting question becomes: what’s the actual mechanism in each case — the filter/impedance interaction for D, the low-feedback/harmonic profile for A — and how much does it survive across specific component and circuit choices, versus getting swamped by them the way you’re describing with your decoupling cap example?

