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I am showing my pupils details of an immense landscape which they cannot possibly know their way around.
Ludwig Wittgenstein
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Ludwig Wittgenstein
Age: 62 †
Born: 1889
Born: April 26
Died: 1951
Died: April 29
Aphorist
Architectural Theoretician
Epistemologist
Logician
Mathematician
Philosopher
Philosopher Of Language
Professor
Teacher
Vienna
Austria
Immense
Showing
Possibly
Landscape
Details
Cannot
Around
Way
Pupils
More quotes by Ludwig Wittgenstein
One age misunderstands another and a petty age misunderstands all the others in its own ugly way.
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The problems are solved, not by giving new information, but by arranging what we have always known.
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The only life that is happy is the life that can renounce the amenities of the world. To it the amenities of the world are so many graces of fate.
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A picture is a model of reality.
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The face is the soul of the body.
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A serious and good philosophical work could be written consisting entirely of jokes.
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If I have exhausted the justifications, I have reached bedrock and my spade is turned. Then I am inclined to say: 'This is simply what I do.
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A French politician once wrote that it was a peculiarity of the French language that in it words occur in the order in which one thinks them.
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Make sure that your religion is a matter between you and God only.
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One must always be prepared to learn something totally new.
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What is thinkable is also possible.
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I am my world.
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The real discovery is the one which enables me to stop doing philosophy when I want to. The one that gives philosophy peace, so that it is no longer tormented by questions which bring itself into question.
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At the end of reasons comes persuasion.
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There is such a thing as the impression of luminosity.
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Your questions refer to words so I have to talk about words. You say:: The point isn't the word, but its meaning, and you think of the meaning as a thing of the same kind as the word, though also different from the word. Here the word, there the meaning.
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Because our goals are not lofty but illusory, our problems are not difficult, but nonsensical.
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What should we gain by a definition, as it can only lead us to other undefined terms?
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There can never be surprises in logic.
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Dark' and 'blackish' are not the same concept.
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