I think Razavi is just trying to justify why he assumes a capacitance Cx on the OTA input. If the analysis were attempted with the capacitor truely floating, the math wouldn't work out very well.
Consider a capacitor, completely floating. If we inject a charge packet Q onto one plate, what happens? Well, if the thing really is floating, we produce an excess charge on one plate, and since there is no way to balance this charge on the other plate (Z=infinity to GND), we have a huge potential difference between the plates.
But I am also confused as to why he claims that the voltage goes to infinity. I think the voltage would only go to infinity if you applied a charge packet to a capacitor with capacitance = 0F. Then, by Q=CV: for Q to be finite with C=0, V must be infinite.
What does everybody else think?