semantic paradox造句
例句与造句
- Much of his current work is in the semantic paradoxes.
- This is an example of a semantic paradox.
- Perhaps the question is a semantic paradox.
- Tarski thus formulated a two-tiered scheme that avoids semantic paradoxes such as Russell's paradox.
- The "'omnipotence paradox "'is a family of semantic paradoxes that arise with some understandings of the term'omnipotent '.
- It's difficult to find semantic paradox in a sentence. 用semantic paradox造句挺难的
- Also, he researched intensively the problem of logical-semantic paradoxes, having the conviction that the solution to them was already available in the works of the Scholastic philosophers.
- Quine ends with the opinion that " because of the confusion of propositions with sentences, and of attributes with their expressions, Russell's purported solution of the semantic paradoxes was enigmatic anyway ."
- Among the theoretical concerns of these views is to explain away those special cases where it " does " appear that the concept of truth has peculiar and interesting properties . ( See, e . g ., Semantic paradoxes, and below .)
- Although the paradox has gone largely unnoticed even in the course of the 20th-century revival of the semantic paradoxes, it has recently been rediscovered ( and dubbed with its current name ) by the US philosopher Roy Sorensen, and is now appreciated for the distinctive difficulties it presents.
- To formulate linguistic theories without semantic paradoxes like the liar paradox, it is generally necessary to distinguish the language that one is talking about ( the " object language " ) from the language that one is using to do the talking ( the " metalanguage " ).
- In " Truth and Paradox : Solving the Riddles " ( 2004 ), the author presents a new resolution to the " Liar Paradox " ( for example, enclosing the sentence : " This sentence is false " ) and other semantic paradoxes that requires a modification of classical logic.
- As Stewart Shapiro explains in his " Thinking About Mathematics ", Russell's attempts to solve the paradoxes led to the ramified theory of types, which, though it is highly complex and relies on the doubtful axiom of reducibility, actually manages to solve both syntactic and semantic paradoxes at the expense of rendering the logicist project suspect and introducing much complexity in the PM system.