When I say I like Peirce I mean

1. I was drawn to him because of similarities between what I took to be his
life and mine.

2. I was led by him with some help from Feibleman to a massive
clarification in my own thinking - to Peirce as one who integrates
idealism, realism and pragmaticism.

3. I do not think categories are as primary as others might. I do think the
notion of threes as a way of thinking is not merely a reason for liking
Peirce but also a reason for articulating this as a means of countering the
binary meltdown of our culture, among other things.

*ShortFormContent at Blogger* <http://shortformcontent.blogspot.com/>



On Thu, Mar 29, 2012 at 9:32 AM, Khadimir <khadi...@gmail.com> wrote:

> I can confirm that last bit about the difficulty of explaining these
> concepts, though I do so as a Deweyan always wondering exactly how did he
> borrow and deviate from Peirce's concepts.  I do hear a number of people
> say that they "like Peirce," but it is never clear to what they are
> referring.  That might be due to my ignorance of the received view of
> Peirce.  Perhaps someone could enlighten me?
>
> Jason
>
>
> On Thu, Mar 29, 2012 at 4:08 AM, Catherine Legg <cl...@waikato.ac.nz>wrote:
>
>> Gary R wrote:
>> *
>> >>For my own part, I tend--as perhaps Jon does as well--to see
>> esthetic/ethics/logic as semeiotic as being in genuine tricategorial
>> relation so that they *inform* each other in interesting ways. Trichotomic
>> vector theory, then, does not demand that one necessarily always follow
>> the order: 1ns (esthetic), then 2ns (ethics), then 3ns (logic). One may
>> also look at the three involutionally (logic involves ethics which, in
>> turn, involves esthetic) or, even, according to the vector of
>> representation (logic shows esthetic to be in that particular relation to
>> ethics which Peirce holds them to be in). But only a very few scholars
>> have taken up tricategorial vector relations. Indeed, R. J. Parmentier and
>> I are the only folk I know of who have published work on possible paths of
>> movement (vectors) through a genuine trichotomic relation which does *not*
>> follow the Hegelian order: 1ns then 2ns then 3ns.
>>
>> This is very interesting, thanks Gary :-)
>>
>> >>Indeed, with a  few exceptions, there appears at present to be
>> relatively little interest in Peirce's categories generally speaking.
>> Given the way they pervade his scientific and philosophical work, and
>> considering how highly he valued their discovery, this has always struck
>> me as quite odd.
>> *
>>
>> I have found that presenting on these concepts to non-Peirceans in
>> seminars and conference papers can be very hard work. It doesn't make much
>> sense to people who aren't already thinking within Peirce's system.
>>
>> Cathy
>>
>>
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