Does Consciousness Have Non-Causal Properties?

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SUMMARY

The forum discussion centers on the nature of consciousness and its potential non-causal properties. Participants argue that while the physical world may be causally closed, consciousness may still possess intrinsic qualities that are not solely defined by their causal roles. The conversation references concepts such as the inverted spectrum argument and Davidson's Anomalous Monism, highlighting the complexities of linking consciousness to physical explanations. Ultimately, the discussion suggests that consciousness is intricately connected to physical processes, yet may encompass aspects that defy strict causal interpretation.

PREREQUISITES
  • Understanding of consciousness theories, particularly David Davidson's Anomalous Monism.
  • Familiarity with the inverted spectrum argument in philosophy of mind.
  • Knowledge of the causal closure of the physical world.
  • Basic concepts of qualia and their implications in consciousness studies.
NEXT STEPS
  • Research the implications of Davidson's Anomalous Monism on consciousness and physicalism.
  • Explore the inverted spectrum argument and its critiques in contemporary philosophy.
  • Investigate the relationship between qualia and causal roles in consciousness.
  • Examine emerging theories of causation and their relevance to consciousness, such as those discussed in "A Place for Consciousness."
USEFUL FOR

Philosophers, cognitive scientists, and anyone interested in the intersection of consciousness and physicalism will benefit from this discussion, particularly those exploring the complexities of intrinsic properties of consciousness.

  • #61
physics implies maths implies 3rdP
 
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  • #62
Tournesol said:
physics implies maths implies 3rdP
Sorry, is this intended to be an explanation of why the doctrine of "physicalism" necessarily implies a "3rd person objective perspective"?

MF
:smile:
 
  • #63
Yes. typing with 1 hand, hence brevity.
 
  • #64
moving finger said:
I never said that the 3rd person objective perspective cannot explain ANY of the 1st person subjective perspective; I said the 3rd person objective perspective cannot explain ALL of the 1st person subjective perspective. ANY is not the same as ALL.


Whatever.
If physicalism is true, the 3rdP perspective should explain everything.

Tournesol said:
Physicalism does imply 3rd person objectivism because it implies that structure and function are all-embracing, as you concede.

Why does this imply 3rd person subjectivity? Your assertion simply does not follow at all!
With respect, you seem to be making an unjustified assumption.

Physicalism implies everything can be described in S+F terms, which itself implies that everything can be described in 3rdP terms.

The S+F aspects of my experience , such as the squareness of the red square, are the ones I can communicate. The others, eg the redness, are ineffable.


Another way is to accept that 1st person descriptions cannot be completely accounted in 3rd person terms.

I don't see why I should have to accept the existence of irreducably 1stP descriptions in a physical universe.



Is happiness ineffable according to your definition?

maybe.



What does this have to do with physicalism?
Why do you assume physicalism necessarily implies a 3rd person perspective?

it implie that everything can be described in S+F terms.



NO. “1st person phenomena cannot be fully explained from a 3rd person perspective”. You seem to assume that this is the same as “1st person phenomena cannot be fully explained by physicalism” but you are wrong.

physicalism is a 3rdP perspective, so that would follow.


Not at all. I simply do not assume that physicalism is the same as 3rd person objectivism. You have given no explanation as to why you think these two things are the same.

physicalism means physics means maths means S+F means 3rdP.



Hoiwever, if ontological physicalism is strictly true, 1st person perspectives should not even exist; .

Why not?

because they would be explainable in S+F, hence 3rdP, terms, so they would not be irreducably 1stP.
 

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