Kirsti, List,

I know what you mean about the title but decided to take it
more as a reference to the revolution in physics that began
with relativity and quantum mechanics in the last century
than any particular issue about the nature of continua.
Anyway, I tried to focus on the underlying conceptual
transformation in my previous posts on this thread.

https://list.iupui.edu/sympa/arc/peirce-l/2017-05/msg00019.html

https://list.iupui.edu/sympa/arc/peirce-l/2017-05/msg00023.html

As it happens, this whole ball of wax falls in line with
some sporadic reflections I've been writing up on my blog,
so I lumped the above thoughts in with that series of posts:

https://inquiryintoinquiry.com/2017/05/14/the-difference-that-makes-a-difference-that-peirce-makes-4/

https://inquiryintoinquiry.com/2017/05/17/the-difference-that-makes-a-difference-that-peirce-makes-5/

Regards,

Jon

On 5/29/2017 10:05 AM, kirst...@saunalahti.fi wrote:
Dear listers,

I do not think the title of this thread is well-thought. There is nothing such as a 
"Space-Time Continuum" which could
be reasonably discussed about. Even though it is often repeated chain of words.

For the first: Continuity does not mean the same as does 'continuum'. -  and 
this is not a trifle issue. Within
philosopy one should mind one's wordings.

For the second: Take into true consideration the quote provided:

MB
One of my favorite Peirce quotes... "space does for different subjects
of one predicate precisely what time does for different predicates of
the same subject." (CP 1.501)

Here CSP is clearly talking about conceptual issues & philosophizing. The key 
point being the relation between 'subject'
and 'predicate'.

CSP differentiates between considerations of space and time. At least he does 
so in separating the issues for a specific
approach &consideration each approach needs.

What CSP is saying, is to my mind, that continuity in time and continuity in 
space need to be fully grasped BEFORE
taking them both as an issue to be tackled. Especially by such a concept as a 
continuum.

A continuum has a beginning and an end. It is presupposed in the very concept. 
The very idea of a big (or little) bang
as a start or an end just illustrates current minds, current common sense. The 
still dominating nominalistic world-view.

What is non-Eucleidean geometry about? It is about radically changing the 
scale. Any line which appeared to previous
imagination as a straight one, and necessarily so, does not appear so after the 
fact that the earth is round had been
fully digested.

This is not assumed to play any part in the invention of non-Euclidean 
geometry. And it does not in the stories and
histories told about it.

The earth does appear flat, in the experiential world of all human beings. And 
goes on to appear so untill
interplanetary tourism becomes commonplace. Flat, although somewhat bumby.

I am curious about possible responses. Do wish I'll get some.

Kirsti

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