There appears to be some confusion and misunderstanding about my insistence that computation does not constitute a physical (in the sense of relating to physics) process. On the face of it, that seems to be obviously wrong, because all computation takes place in the physical world, and hence must be defined in physical terms. Nevertheless, I will continue to claim (until refuted) that computation is not a physical process, in the sense that it is defined by specific relationships between physical properties.
As an example of a physical relationship between properties, consider the most famous of all - E = mc
2. It's a precise mathematical relationship between three different physical quantities. It has been a very productive idea, because it is actually possible to create energy directly from mass, in certain circumstances.
Note that we can't replace mass, energy or the speed of light with other quantities. It's a specific mathematical relationship between those physical quantities.
Now, consider the shape of the letter "A". It's quite recognisable. Can we provide a physical definition for it, as with the above equation? Well, if we allow any recognisable representation of the letter, then it's not restricted by any kind of representation. It can be printed in ink, displayed on a screen. It can be an afterimage from a bright light. It can be traced on ones back with a thumb, drawn on a wall with a laser pointer, or be revealed momentarily by entirely unconnected shapes, as in this
promotional video for Channel 4 UK.*
Note that the letter is well enough defined that we can clearly recognise it, and interpret it as a letter, use it to make up words and transfer information, and distinguish it from other letters. However, we obviously can't talk about the
physical properties of the letter A. We don't expect any physical side-effects associated with the letter, because it's manifestation is not associated with any particular properties.
So if it is claimed that consciousness is an emergent property of computation, then either computation is a well-defined
physical process, like the conversion of mass into energy, or it's something that happens to take place in the physical universe, but which cannot reasonably be expected to have any particular physical side-effects. If computation is a well-defined physical process, then it should have a proper physical definition. I don't insist that it's a five-character equation, but it should involve relationships between particular physical qualities. If it is not a physical process, but is more like the letter A, then it cannot reasonably be expected to have any physical side effects.
*It's a 4, not an A. Of course, number plates use 4's as A's to communicate messages quite often.