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Stanford Encyclopedia of Philosophy

Stanford Encyclopedia of Philosophy

Search complete. 23 mentions across 17 episodes found for "Stanford Encyclopedia of Philosophy".

Nov 4, 2026

ClaraHOST
30:13
Right.
ClaraHOST
30:13
And to draw that line clearly, we can use the Stanford Encyclopedia of Philosophy's structural analysis of artificial intelligence.
ClaraHOST
30:20
So Hollywood, including the Wachowskis, almost exclusively portrays artificial general intelligence or AGI.
ClaraHOST
30:27
Yes.
Kathleen MascianaHOST
3:42
We can notice many details about something without identifying what makes it the kind of thing it is.
Kathleen MascianaHOST
3:52
Aristotle challenges us to go beyond collecting descriptions and asking the deeper question, what? Is this really? The information for this podcast comes from Aristotle's Metaphysics, Book 7, Chapter 6, and the Stanford Encyclopedia of Philosophy.
Kathleen MascianaHOST
4:18
The Discussion of Aristotle's Metaphysics.
Kathleen MascianaHOST
4:23
I'm Kathy Mishana, your media philosopher.
Richard SalsmanGUEST
29:40
She went to Britannica and she said, how do they define capitalism? Let's see if they get it in terms of essentials or not.
Richard SalsmanGUEST
29:47
Here's an entry just made in the very prestigious Stanford Encyclopedia of Philosophy, an entry by...
Richard SalsmanGUEST
29:57
Chiara Cordelli, who I know is a professor at the University of Chicago, philosophy professor.
Richard SalsmanGUEST
30:04
And they gave her the entry for capitalism in there.
Richard SalsmanGUEST
30:11
So this is fairly fresh.
Richard SalsmanGUEST
30:14
And here's what she says right up top.
Richard SalsmanGUEST
30:17
This is, again, the capitalism entry, Stanford Encyclopedia of Philosophy.
Richard SalsmanGUEST
30:21
You can get this online, by the way.
Tyler KiwalaHOST
3:36
Some of the shapes the equations allow contain what physicists call closed time-like curves, paths through space-time that loop back to their own past without anything ever going faster than light.
Tyler KiwalaHOST
3:47
As the Stanford Encyclopedia of Philosophy puts it, these geometries satisfy the equations of general relativity, And in that sense, time travel is physically possible.
Tyler KiwalaHOST
3:57
The first famous example came in 1949 when the logician Kurt Gödel published a solution to Einstein's equations describing a rotating universe full of such time loops.
Tyler KiwalaHOST
4:08
It isn't our universe, but the math allows it.
Professor OHOST
41:20
And not shaved for so long.
Professor OHOST
41:23
Here's the Stanford Dictionary of Philosophy describes, says basically phenomenology studies the structure of various types of perception.
Professor OHOST
41:32
You know, you're getting perception, feeling, phenomenon, perception, thought, memory, imagination, emotion, desire, and volition.
Professor OHOST
41:40
It makes a connection to bodily awareness, embodied action, and social activity, including linguistic activity, which kind of gets into the idea of how do you know you can think? You've got to make that connection.
Dean BowenHOST
22:18
He gives a, an example here.
Dean BowenHOST
22:20
He says, "Before reading Critique of Pure Reason by, by Kant, I read introductory literature about the author, as well as the introduction in The Stanford Encyclopedia of Philosophy." He says, "I watch videos on him.
Dean BowenHOST
22:36
Um, and having this rough map in my head makes the journey a little bit easier." It's true.
Dean BowenHOST
22:43
You know, if you're, if you're going somewhere, and this is why the old school unfoldable f- uh, yeah, the, the maps that would unfold, those unschool- those old school paper maps, maps, this is why they were so brilliant, because y- you could look at point A and point B, and you could see the whole landscape of where you're going.
Tyler KiwalaHOST
2:06
Some of the shapes the equations allow contain what physicists call closed time-like curves, paths through space-time that loop back to their own past without anything ever going faster than light.
Tyler KiwalaHOST
2:17
As the Stanford Encyclopedia of Philosophy puts it, these geometries satisfy the equations of general relativity, and in that sense, time travel is physically possible.
Tyler KiwalaHOST
2:27
The first famous example came in 1949, when the logician Kurt Gödel published a solution to Einstein's equations describing a rotating universe full of such time loops.
Tyler KiwalaHOST
2:38
It isn't our universe, but the math allows it.
speaker_5NARRATOR
3:21
Some of the shapes the equations allow contain what physicists call closed time-like curves, paths through space-time that loop back to their own past without anything ever going faster than light.
speaker_5NARRATOR
3:32
As the Stanford Encyclopedia of Philosophy puts it, these geometries satisfy the equations of general relativity, And in that sense, time travel is physically possible.
speaker_5NARRATOR
3:42
The first famous example came in 1949, when the logician Kurt Gödel published a solution to Einstein's equations describing a rotating universe full of such time loops.
speaker_5NARRATOR
3:53
It isn't our universe, but the math allows it.
speaker_1NARRATOR
2:36
Some of the shapes the equations allow contain what physicists call closed time-like curves, paths through space-time that loop back to their own past without anything ever going faster than light.
speaker_1NARRATOR
2:47
As the Stanford Encyclopedia of Philosophy puts it, these geometries satisfy the equations of general relativity, and in that sense, time travel is physically possible.
speaker_1NARRATOR
2:57
The first famous example came in 1949, when the logician Kurt Gödel published a solution to Einstein's equations describing a rotating universe full of such time loops.
speaker_1NARRATOR
3:08
It isn't our universe, but the math allows it.
Wes RothHOST
9:04
It can be considered a special type of curve within spacetime.
Wes RothHOST
9:07
And then entering a black hole, it gives me a link to Singularities and Black Holes, Stanford Encyclopedia of physics, I assume, and then more from the same.
Wes RothHOST
9:17
This to me is absolutely incredible because so I watched it this morning and I was like, I want to know more about that, what's happening towards the end of that video.
Wes RothHOST
9:25
And I just, I just didn't have too much time, but I was like, I'll save it for later.

7 more episodes mention Stanford Encyclopedia of Philosophy.

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