David Bailey
Member
OK - having chewed into IIT a very little, I do get the feeling that a deception is being played on me!
I mean, the description of a high dimensional qualia space containing shapes that specify experience, sounds at first plausible - the geometry of high dimensional spaces is obviously rich, but the problem is that to actually have an experience you have to somehow appreciate that shape (which is a separate process), otherwise the wonderful shape in qualia space is no different from some wonderful structure created by my computer during its internal process, and completely unobserved!
The deception for me begins with the assertion, "consciousness is integrated information", because information integrated or otherwise, is just a mathematical measure.
Saying that Chalmer's hard problem is counter productive, is all very well, but it doesn't get round his point. I mean, suppose you produce a computer system with a certain amount of IIT, are we to believe that that system really and literally has experiences? In a Gedanken sense, a simulation of the entire human brain would certainly have IIT, and you would have to say that such a simulation is conscious if you believe this theory.
So let's do my usual trick and imagine a computer undergoing some kind of contemplation that requires no input, but generates an output O at its end. By assumption, it also undergoes experiences in the process. To be specific, imagine that the program was a simulation of the brain of a man remembering a past love affair from its exciting beginning to its bitter end. The output is a few sentences summing up his experience. We can formalise this as
P+C=>O
But that formalisation doesn't include the actual experience, which the computer has as in addition.
Now consider that the above relation is actually rather like a mathematical theorem - it is true whether the program is run just once, or 100000 times, or indeed zero times. Indeed, the physical computer is only really necessary at all because it can crunch through more states than we could using pencil and paper (cf Searle's Chinese Room argument) That isn't really a paradox if the program runs as most do - without generating internal experiences - but what does it mean for a theorem (true for all of space-time) to generate experiences? The concept of the experience ends up detached from a specific point in time altogether!
David
I mean, the description of a high dimensional qualia space containing shapes that specify experience, sounds at first plausible - the geometry of high dimensional spaces is obviously rich, but the problem is that to actually have an experience you have to somehow appreciate that shape (which is a separate process), otherwise the wonderful shape in qualia space is no different from some wonderful structure created by my computer during its internal process, and completely unobserved!
The deception for me begins with the assertion, "consciousness is integrated information", because information integrated or otherwise, is just a mathematical measure.
Saying that Chalmer's hard problem is counter productive, is all very well, but it doesn't get round his point. I mean, suppose you produce a computer system with a certain amount of IIT, are we to believe that that system really and literally has experiences? In a Gedanken sense, a simulation of the entire human brain would certainly have IIT, and you would have to say that such a simulation is conscious if you believe this theory.
So let's do my usual trick and imagine a computer undergoing some kind of contemplation that requires no input, but generates an output O at its end. By assumption, it also undergoes experiences in the process. To be specific, imagine that the program was a simulation of the brain of a man remembering a past love affair from its exciting beginning to its bitter end. The output is a few sentences summing up his experience. We can formalise this as
P+C=>O
But that formalisation doesn't include the actual experience, which the computer has as in addition.
Now consider that the above relation is actually rather like a mathematical theorem - it is true whether the program is run just once, or 100000 times, or indeed zero times. Indeed, the physical computer is only really necessary at all because it can crunch through more states than we could using pencil and paper (cf Searle's Chinese Room argument) That isn't really a paradox if the program runs as most do - without generating internal experiences - but what does it mean for a theorem (true for all of space-time) to generate experiences? The concept of the experience ends up detached from a specific point in time altogether!
David