He lost me right in the second paragraph: > Because computation is sort of subjective, just a set of relations that can be usefully interpreted as representing a function, this seems to imply that the function you identify with can be interpreted as being simulated by any sufficiently complex set of relations. Can anyone explain? I'm already struggling with the premise: Why should computation be subjective in the fir…
He states it in the previous sentence: > If you think experience is simulatable, [and] you buy computational or “patternist” theories of identity… Basically, the inner experience of any sapient computation (aka "person") is subjective.
1) this has nothing to do with computation.
2) my subjective experience is objectively there. No one questions what I am thinking. (That is, no one else looks inside my brain and claims: This is not what your thinking!) My thoughts might be my own personal view and differ from other people's thoughts but their existence is not up for debate.