"If Ave say " Plato loves Socrates," the word " loves" which occurs between the word " Plato " and the word "Socrates" establishes a certain relation… - Ludwig Wittgenstein

"If Ave say " Plato loves Socrates," the word " loves" which occurs between the word " Plato " and the word "Socrates" establishes a certain relation between these two words, and it is owing to this fact that our sentence is able to assert a relation between the person's name by the words " Plato " and " Socrates." " We must not say, the complex sign ' a R b' says 'a stands in a certain relation R to b' ; but we must say, that ' a' stands in a certain relation to 'b' says that a R b" (3.1432)•
Mr Wittgenstein begins his theory of Symbolism with the statement (2. r) : " We make to ourselves pictures of facts." A picture, lie says, is a model of the reality, and to the objects in the reality correspond the elements of the picture : the picture itself is a fact. The fact that things have a certain relation to each ether is represented by the fact that in the picture its elements have a certain relation to one another."

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About Ludwig Wittgenstein

Ludwig Wittgenstein (26 April 1889 – 29 April 1951) was an Austrian-born philosopher who spent much of his life in England.

Biography information from Wikiquote

Also Known As

Native Name: Ludwig Josef Johann Wittgenstein
Alternative Names: Ludwig Joseph Johann Wittgenstein Wittgenstein

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"If Ave say " Plato loves Socrates," the word " loves" which occurs between the word " Plato " and the word "Socrates" establishes a certain relation between these two words, and it is owing to this fact that our sentence is able to assert a relation between the person's name by the words " Plato " and " Socrates." " We must not say, the complex sign ' a R b' says 'a stands in a certain relation R to b' ; but we must say, that ' a' stands in a certain relation to 'b' says that a R b" (3.1432)•
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Vi känner att även när alla möjliga vetenskapliga frågor har besvarats, så har våra livsproblem inte ens blivit berörda. Då återstår förstås inte heller någon fråga - och just det är svaret.

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