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klein · For a slow reading of Jacob Klein's seminal work, Greek Mathematical Thought and the Origin of Algebra
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Messages 668 - 697 of 757   Oldest  |  < Older  |  Newer >  |  Newest
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668
Hello Klein group: On p. 91, Klein says, "...as Aristotle reports...there are three kinds of arithmoi: (i) the arithmos eidetikos--idea number, (ii) the...
Ron Allen
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Apr 18, 2003
5:45 am
669
... What about the divided line itself? Isn't it an image? Best regards, Kalev Pehme...
Icastes
kalevsutra
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Apr 18, 2003
2:03 pm
670
Hi Klein group: Let's look at the top of the Arithmetic Divided Line. What are the eidetic (idea) numbers? 1. "In his lecture "On the Good" he seems to have...
Ron Allen
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Apr 18, 2003
5:11 pm
671
... One is not a number, but it has to be an eidetic number or else not all numbers can be made out of these eidetic numbers. The eidetic one is the ...
Icastes
kalevsutra
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Apr 19, 2003
6:48 pm
672
Good evening Klein group: Klein says (p. 91), "The Platonic theory of the arithmoi eidetikoi is known to us in these terms only from the Aristotleian polemic...
Ron Allen
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Apr 20, 2003
6:24 am
673
Hello again Klein group: In vol. I of his 'History of Greek Mathematics' (Oxford, 1921) Heath says that 1. The first definition of number is due to Thales (p....
Ron Allen
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Apr 22, 2003
4:54 am
674
Hi Ron et al I am interested in jumping back into this ring but have missed several pages of commentary. I will try to join in with wherever we have arrived...
b oates
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Apr 30, 2003
5:06 pm
675
Hello Bill: Welcome back to the Klein discussion group! I have been assembling small points of argument on what I've dubbed the "Arithmetic Divided Line"....
Ron Allen
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May 1, 2003
6:02 pm
676
Hi Klein group: Another passage from Aristotle that weighs in on what Plato might have considered to be a noetic number or not is Nicomachean Ethics, Book I.6 ...
Ron Allen
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May 3, 2003
5:54 pm
677
Hello once more Klein group: It is hard to reconcile the two exclusion criteria below (priority/posteriority and comparability) with Klein's statements that ...
Ron Allen
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May 8, 2003
1:56 am
678
HI Ron ... Aristotle has a rather strange doctrine of what is prior. E.g. The chicken is prior to the egg. By arthmoi mathematikoi you assume you are dealing...
b oates
oatesguyca
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May 8, 2003
7:02 pm
679
Hi Ron This is of course a fascinating and complicated topic. First of all, I do not think Plato's purpose per se is to give us a 'theory of arithmetic' or a...
b oates
oatesguyca
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May 8, 2003
7:18 pm
680
Hi Bill: ... Agreed. Plato wants to substantiate a political and moral theory. He doesn't want some relativistic, Protagorean morality. He wants also to avoid...
Ron Allen
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May 12, 2003
8:42 pm
681
Hello again Bill & Klein group: ... On p. 71, Klein summarizes Plato's link between what is prior and what exists: "But whatever furnishes the foundation for...
Ron Allen
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May 13, 2003
3:39 pm
682
Hi Bill: ... No, I don't think Godel shows that numbers are "more than Peano." Maybe I don't see what you're gesturing at here. Godel showed that the true ...
Ron Allen
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May 13, 2003
3:54 pm
683
Hello again Bill & Klein readers: Let me point out a place in the Metaphysics where Aristotle's remarks against separate Forms are particularly caustic. I'll...
Ron Allen
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May 15, 2003
5:29 pm
684
Hi Bill: This post points to where Aristotle is distinguishing cases of priority. ... In Metaphysics (1077b1) Aristotle says "...not all things which are prior...
Ron Allen
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May 16, 2003
3:54 pm
685
happy birthday to sokrates _________________________________________________________________ MSN 8 helps eliminate e-mail viruses. Get 2 months FREE*. ...
b oates
oatesguyca
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Jun 4, 2003
12:07 pm
686
Hello Klein group: Ah, so the bright sun of summer shines upon us (in the northern hemisphere) and invites us to a thoroughgoing Aristotelian critique of ...
Ron Allen
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Jun 27, 2003
12:13 am
687
Hello again Klein readers: I am fresh back from a vacation stay where the oxygen was thin, and I was mostly convinced that I depended on physical and...
Ron Allen
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Jul 8, 2003
6:05 am
688
Hi Ron Just a thought, but are not mathematicals taken as secure by mathematicians. But philosophers see them as images derived from more solid elements? Bill ...
b oates
oatesguyca
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Jul 9, 2003
6:29 pm
689
Hi Bill: Yes, that's a good point. If we go back to the divided line; put the mathematicals on the lower part of the upper, noetic realm; and note that a...
Ron Allen
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Jul 10, 2003
4:53 pm
690
I am pleased to announce the creation of two new slow reading lists -- for Plato's Lysis (plato-lysis@yahoogroups.com) and Plato's Philebus ...
lrfletcher@...
lrfletcher
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Aug 9, 2003
11:22 pm
691
I will be away from internet access from August 10 until August 17 (I will be vacationing in a cottage on the shore of the Black Sea in Sarpi -- about 130 km....
lrfletcher@...
lrfletcher
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Aug 10, 2003
3:10 am
692
Hello furtive Klein groupies: Let me try posting this comment again; previous effort via another browser/server seemed to fail. I have to retype it too....
Ron Allen
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Sep 12, 2003
4:03 am
693
... Ross is incorrect, because his generation of numbers are apart from the whole from which they derive. He approaches numbers as if they were separate in the...
Icastes
kalevsutra
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Sep 12, 2003
11:37 am
694
Mr. Pehmy, By what means do you imagine that "distinct slice of unity" possess an infinitinomial slice of intelligibility? With due regard, J Keyser...
J Keyser
worreller
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Sep 12, 2003
1:33 pm
695
Ah, ha, ha, ha, ha! Kalev Pehme, it's good to see you're back spamsophosizing us, and that the long respite hasn't infected you with either lucidness or ...
Ron Allen
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Sep 12, 2003
3:58 pm
696
... Isn't a "thing" a slice of "thought," so to speak? I believe the problem may be put in the following way: What is the whole (in the Platonic sense, as...
Icastes
borgianvirtue
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Sep 13, 2003
4:10 am
697
Hi Klein students: We're talking about this exegetical problem of the derivation of eidetic numbers in Plato. There is a passage in the Parmenides which lays...
Ron Allen
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Sep 13, 2003
4:56 am
Messages 668 - 697 of 757   Oldest  |  < Older  |  Newer >  |  Newest
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