Broken Bootstraps — Rise & Fall of a Research Programme / Dirac on Mathematical Beauty
Recorded at Jim Cushing Memorial Meeting, Oxford (2003), featuring Michael Redhead. From the Michael Wright Collection, held by the Archive Trust for Research in Mathematical Sciences & Philosophy.
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mw0001442-cc-a_p- Format
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- Michael Wright Collection
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- Archive Trust for Research in Mathematical Sciences & Philosophy
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This transcript was generated by speech-recognition software from an archival recording and has not been hand-corrected. It will contain recognition errors — particularly for proper names and technical terminology — so please verify against the audio before quoting. Timestamps play the recording from that moment.
35:00 Up to there, we mean by episteme, by unqualified understanding. So the most I would be really exclaiming, and moreover, I think there's at least a connection or a direction of direct to me.
37:30 I'll begin with the point by which he wants his argument. Why do we want such great generality?
42:30 The crucial point is the quantum product of B. So just as in the class, one is quantum, and the other is the lead product of A with, this is the lightness rule.
45:00 This tells me that this lead product is light. One essential map map to determine will vary often. I'll be pretty fast. If you take the quantum, we typically, we pick one that we're interested in. And quantum mechanically, I've already said, he says, in a non-fusive algebra, just one quotation a month. We assume the Poisson bracket is the lead bracket. It being now necessary, and now being necessary, it looks the same, but there's a type C in there. I wrote it. So B and C always appear with respect to each other in the right order. If you did it constantly, it wouldn't matter. It's right down the line as well.
55:00 So what he does here is he writes down, and what you get then is, you get no to become this product, this lead bracket we know.
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