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#1
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From wikipedia-
Evidentialism is a stance or theory of epistemology, which holds, for example, that belief in the truth of a proposition is justified, only to the extent that evidence demonstrates the truth of the proposition. In other words, belief is only as sound as the evidence upon which it is founded. Is it just me or does that sound so on point?
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"A difference of opinion does not mean a difference of principle." - Thomas Jefferson |
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#2
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Making epistemological statements is tricky business, because the concepts involved need to be exactly defined.
Does evidence refer solely to physical, material evidence? If so, then statements of evaluation ("I love you") or emotion ("I feel sad") can never be considered true. If evidence refers to any existent 'facts' of reality, what defines a fact? Some theists would argue that faith is factual, and that their belief in God is based on the evidence of that faith. Objectivist epistemology would agree almost exclusively with evidentialism, but only after clearly defining evidence as 'objectively true facts.' The key element differentiating the Objectivist interpretation of evidentialism from, say, a theistic interpretation, is the recursive nature of the definition: Each factual component of that evidence must, itself, be based on its own evidence, which must be based on further evidence, and so on and so forth. The result would be a hierarchy of objectively true concepts ending at the three undeniable, self-evident concepts of reality: Existence, Identity and Consciousness. It is the acceptance, without evidence, of those three concepts that differentiates Objectivism from absolute evidentialism (and explains the 'almost exclusively' at the beginning of this paragraph).
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#3
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There are no "objectively true facts" naturally, nor is there any "evidence." All evidence data we have is based on our interpretations, and any part of it, or maybe even as far as all of it, may be in error.
I would ask for an example of an objectively true fact. I would also like an example of evidence. Data, before interpretation, is just gibberish. It's our interpretation that transforms it into evidence. From the way I see things, if you take the epistimology you have just espoused seriously, you must either make conscious deviations from it, or deny belief in anything. It seems that you do not opt for the latter.
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And besides...your pulse canons ruined my bunny slippers. |
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#4
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if G-d ( G-d is not 'X' for all 'X' )
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#5
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Three objectively true facts:
(A) Existence exists. (B) All existents have identity (characteristics or attributes that distinguish one existent from another). (C) Consciousness is conscious. How are these objectively true? Because any attempt to disprove them affirms them. Try it. You cannot disprove any of the above concepts without first affirming that they objectively exist. Some objectively true facts that follow from the above three: (1) (From B) Identities cannot contradict each other (ie. a tree cannot both have leaves and not have leaves). (2) (From 1) An existent has only one identity. Identity, it should be noted, does not refer to our description of the existent -- it refers to what the existent is. A pigeon is a bird and an animal. That does not mean it has two identities; it only has one identity. 'Bird' and 'animal' are two distinct concepts under which the single identity of the pigeon is subsumed. In fact, 'pigeon' is itself a concept under which the the identity of the specific, distinct existent being described is subsumed. (3) (From 2) The Law of Causality: In any given situation, an existent will behave as its identity necessitates, and cannot behave in any other way (to do so would contradict its identity, violating 1). If a ball (a concept formed in consciousness (C) containing the identity (B) of an existent (A)) hits another ball, the identities of the inclusive existents ("ball", "the motion/relationship of hitting") will demand an outcome that does not contradict those identities -- there can be only one outcome, for multiple outcomes imply multiple identities, which implies inherent contradiction. From there, the rest of objective logic springs -- all of it based on the above objective truths.
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#6
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And you're right, my statement was redundant. It wasn't false, just redundant, and so any conclusions I might draw with it would still be valid -- there was no fatal error in that definition. I should have phrased it as 'objectively true propositions.' I actually prefer that definition for reasons other than its clarity -- it makes the recursive nature of the definition that much clearer. Objectively true propositions are based on objectively true propositions which are based on objectively true propositions which are... etc, etc, etc.
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#7
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IMO, there is no distinction between a mountain and a valley...except for the fact that we perceive mountains differently, but that is subjective interpretation, not an objective attribute. Likewise, the prime difference between a lake and the air is the quantity of water, and the amount of heat it has absorbed. The difference really is arbitrary, but it serves us well. Quote:
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I don't need to "disprove" them directly. I only need to clarify how we perceive reality. By doing so, I render your criteria into the realm of human perception, and away from objective reality. Once that is done, there isn't any need to "disprove" them. Their nature, in and of itself, does not extend to being an objectively true facts. Quote:
If we were to define it differently, the statement would be meaningless. Quote:
We simplify what we see so that we can comprehend it. Without that simplification, we would be rendered unable to operate. This distinction assumes the conclusion, but it doesn't prove it. Quote:
All we can perceive, though, are actions and definitions. We are incapable of perceiving things as they are, their core being. If we did so, then we would have no need of definitions. They would simply be a means of obfuscating what we already know. Quote:
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And besides...your pulse canons ruined my bunny slippers. Last edited by No*s; 02-02-2005 at 09:42 PM. |
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#8
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if G-d ( G-d is not 'X' for all 'X' )
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#9
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No*s, I'm about to head to bed, so I'll address the points you made tomorrow. Some things just can't wait, though...
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#10
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__________________
if G-d ( G-d is not 'X' for all 'X' )
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