I'm going to find the Nyquist theory paper. This was discussed before several years ago and everything you guys brought up was refuted.
I'll get back to you.
Everything I brought up was refuted? Did you actually do a loop test with your own converters? Or just your best SRC? Or you ever code a compressor VST?
Oh, and once you find Lavry's paper, you'll see that he documents the *exact* attenuation to which I referred . . .
http://www.lavryengineering.com/documents/Sampling_Theory.pdf
And he has long argued that 60kHz is a sufficient data rate, which can be demonstrated experimentally. But 44.1kHz does have HF attenuation--the amount depends on implementation, generally older converters are worse, probably because they lacked sufficient DSP to do a really good filter, so they would reduce the number of poles to limit computational complexity. I've done that in my VSTs myself, but they were "color" VSTs, so I got away with it
Anyway, Lavry argues against 192kHz, not 88.2kHz. 44.1kHz is considered "good enough" because nobody really cares about -0.3dB at 20kHz, but as a mathematical fact it's not perfect within a 20kHz passband. As a practical matter, a number of A/D/A or SRCs at 44.1kHz will accumulate HF degradation. Try it and see, and then make sure your production process avoids that fate.
Note that the some of the popular converters of the '90s were more like -2dB at 20kHz . . . get yourself
a Behri ADA8000 and see for yourself!
PS for pitch detection I would look for the lowest large peak, and then study its third harmonic to get better accuracy in less time. That would work for most if not all real-world instruments . . . but you can't simply look for the largest peak because a lot of instruments have more prominent first harmonics than fundamentals . . . which would still work for tuning even if the absolute pitch detected was off an octave.