| Line 2: |
Line 2: |
| | | | |
| | So there must exist some objective truth? [[User:Jaques|Jaques]] 10:39, 31 March 2007 (EDT) | | So there must exist some objective truth? [[User:Jaques|Jaques]] 10:39, 31 March 2007 (EDT) |
| | + | |
| | + | :I don't think anyone really claims that there ''is'' no objective truth, just that there is no access to it; i.e., that there is no objective ''knowledge''. [[User:Andy|Andy]] 11:51, 17 November 2007 (EST) |
| | | | |
| | or it could be that "there is no objective truth" is a fact and not a truth. there is a difference between the two. | | or it could be that "there is no objective truth" is a fact and not a truth. there is a difference between the two. |
| Line 59: |
Line 61: |
| | | | |
| | All of this, at least in my mind, is not necessarily a waste of time -- self reference brings these formal logical systems (unfortunately or not) to their knees. The consequences of the debated question is where I think that we can find a more sublime and perhaps telling Truth. Reason has it's limits although I offer no evidence or explanation for what it cannot explain or those things of which it cannot make "sense". I do however, have my own ideas :) bumble70 | | All of this, at least in my mind, is not necessarily a waste of time -- self reference brings these formal logical systems (unfortunately or not) to their knees. The consequences of the debated question is where I think that we can find a more sublime and perhaps telling Truth. Reason has it's limits although I offer no evidence or explanation for what it cannot explain or those things of which it cannot make "sense". I do however, have my own ideas :) bumble70 |
| | + | |
| | + | :This is an abuse of Godel's theorem, which certainly does not prove that ''all'' consistent formal axiomatic systems are incomplete. It proves that all consistent axiomatic systems of arithmetic that include the traditional operations of addition and multiplication are incomplete, but plenty of axiomatic systems ''are'' complete--for example, systems with only addition. --[[User:Andy|Andy]] 11:51, 17 November 2007 (EST) |
| | | | |
| | While I believe in objective truth (I'm a social constructivist), the attack on post modernity/post-structuralism presented in the title is decidely weak. First, to claim that any descriptive statement (i.e. 'there is no objective truth') need be an objective truth to be meaningfull is to misunderstand what is ment by objectivity (in the context of post modern theory). The Post Modernist claim that there can be no objective truth is only referencing normative claims. (claims about how things should be.) They are not saying that there cannot be objectively true descriptive claims (i.e. claims that have no prescriptive content, i.e. 'you are 6 feet tall.') They would say that yes, you might be 6 feet tall, but whether that is good, bad, or otherwise is purely subjective. | | While I believe in objective truth (I'm a social constructivist), the attack on post modernity/post-structuralism presented in the title is decidely weak. First, to claim that any descriptive statement (i.e. 'there is no objective truth') need be an objective truth to be meaningfull is to misunderstand what is ment by objectivity (in the context of post modern theory). The Post Modernist claim that there can be no objective truth is only referencing normative claims. (claims about how things should be.) They are not saying that there cannot be objectively true descriptive claims (i.e. claims that have no prescriptive content, i.e. 'you are 6 feet tall.') They would say that yes, you might be 6 feet tall, but whether that is good, bad, or otherwise is purely subjective. |