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Philosophy Bites

Rom Harre on the Linguistic Turn in Philosophy

Philosophy Bites

Nigel Warburton

Education, Philosophy, Society & Culture

4.62K Ratings

🗓️ 10 November 2013

⏱️ 16 minutes

🧾️ Download transcript

Summary

For this episode of the Philosophy Bites podcast Rom Harre discusses and illustrates the so-called Linguistic Turn in Philosophy, the focus on actual uses of language that was advocated by the later Wittgenstein, J.L. Austin, Gilbert Ryle and others.

Transcript

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0:00.0

This is Philosophy Bites with me Nigel Warburton and me David Edmonds.

0:07.0

If you enjoy Philosophy Bites please support us.

0:10.0

We are currently unfunded and all donations would be gratefully received.

0:14.0

For details go to W.W. philosophy bites.

0:18.0

com.

0:19.0

Vickenstein published only one book in his lifetime,

0:22.0

The Traptatus Logico Philosophagus. Shortly after it came out, he began

0:26.5

to have second thoughts about some of its fundamental tenets, thoughts which eventually

0:31.1

ended up in his philosophical investigations.

0:34.0

At this stage he was teaching primary school children in southern Austria

0:37.8

and becoming interested in how language was actually used

0:41.0

rather than in its underlying logical form.

0:44.1

The distinguished philosopher Romharae, who's still teaching into his ninth decade and who divides

0:48.9

his time between Oxford and Georgetown, says this marks a crucial phase in contemporary philosophy, the linguistic turn.

0:56.0

Romhare, welcome to Philosophy Bites. Thank you very much. I'm glad to be here.

1:00.9

The topic we're going to focus on is the linguistic turn in philosophy.

1:05.2

Could you just begin by saying what the linguistic turn was and is?

1:09.7

Well we have to go back to the beginning of the 20th century and the two great figures of that

1:14.9

area, Bertrand Russell and Lubbly Bookenstein. Russell came up with a quite brilliant idea

1:21.1

that most philosophical problems could be resolved by bringing to light

1:26.0

the logical form of the propositions in which they were expressed. Of course this

1:31.8

involved various assumptions

...

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