There is also Syntropy. Balance. Etc.
amazon.com/author/stephenrose

On Fri, Jan 11, 2019 at 9:02 AM Edwina Taborsky <tabor...@primus.ca> wrote:

> List
>
>  I don't see the paradox.  It's a basic axiom in Peirce that semiosis is
> continuous. And also, that matter is discrete and finite. That's why his
> three categories are a foundation of his semiosic theory. Thirdness
> provides continuity of Type - which is then articulated, continuously,
>  into the discrete finite Token instantiations of Secondness - and both are
> linked to Firstness, which provides a continuous entropic dissipation and
> the possibility of differentiation and novelty. I'm not going to provide
> quotes since this analysis is found all through his work.
>
> Edwina
>
>
>
> On Fri 11/01/19 7:12 AM , "Helmut Raulien" h.raul...@gmx.de sent:
>
> Gary, Jon, list,
> I dont think that space and time are continuous, because in quantum scale
> there are steps, e.g. each single graviton providing a certain amount of
> acceleration. This is not observable in the scale of our perception, so our
> representation of acceleration is one of continuity. But this representaion
> is not continuous itself, but a discrete state of consciousness.
> Discretenesss of states of consciousness: See Edelman/Tononi "A Universe of
> Consciousness", 2000.
> An animal with smaller brain, a coot, moves its head foward and back when
> swimming, so while it is moving back, the head stands still relatively to
> the environment to provide not-blurred picture processing.
> I guess that semiosis and mind are not happening like one of them in the
> other, but are the same, like mind being a process too. Edelman/Tononi
> write that consciousness is a process, so maybe mind is too. But to avoid
> Zenions paradoxon to say that a process always is continuous would be
> jumping to a conclusion, I think. I guess, there just is some unsolved
> question existing about the nature of discrete states or discontinuity.
> Best, Helmut
>
> 10. Januar 2019 um 22:38 Uhr
>  "Gary Richmond"
> wrote:
> Jon, list,
>
> I've been studying your post for the past couple of days and find your
> suggestion that, just as time and space are continuous, so is semiosis,
> most interesting. I have a slight bit of unease with your substitution of
> Peirce's comment that we ought to say that "we are in thought, and not
> thoughts are in us" (JAS: "we ought to say that our individual
> (Quasi-)minds are in semiosis, and not that signs are in our individual
> (Quasi-)minds").   A more exact substitution would be that "our
> Quasi-minds are in semiosis and not that semiosis (i.e., the activity of
> signs) is in our Quasi-minds."
>
> Reflecting on this reminded me that Peirce wrote:
>
>
> Admitting that connected Signs must have a Quasi-mind, it may further be
> declared that there can be no isolated sign. Moreover, signs require at
> least two Quasi-minds; a Quasi-utterer  and a Quasi-interpreter; and
> although these two are at one (i.e., are one mind) in the sign itself, they
> must nevertheless be distinct. In the Sign they are, so to say,  welded 
> (Prolegomena
> to an Apology for Pragmaticism, 1906, CP 4.551).
>
>
> I wonder how Peirce's remark that signs requiring "at least two
> Quasi-minds" which "are. . .welded" "in the sign itself, yet must
> nevertheless be distinct" (emphasis added) affects your theory. That is,
> does this distinction between "Quasi-utterer" and "Quasi-interpreter" add a
> problematic element to your suggestions of the continuous character of
> semiosis and that of our Quasi-minds being more in semiosis than the other
> way around? Perhaps your unpacking the Peirce quotation above would help me
> in this matter.
>
> But further, something vague, which has not yet fully taken form as a
> question, has been troubling me as regards your suggestion of semiosic
> continuity. It has to do with Peirce's famous dictum that 'symbols grow'.
>
> Now while it is generally agreed that space is expanding, I'm not sure
> that one could same the same of time (except in some vague sense in which
> the piling on of innumerable discrete instances might represent some
> abstract sort of expansion). But while both are continuous, individually at
> least, neither can be said, I think, to be growing.
>
> On the other hand evolution (and, generally, life itself) concerns growth
> and, at least in its biological forms, requires both space and time. Now
> it seems to me that semiosis is more like evolution than either space or
> time taken separately even given Einstein's theory of space-time or the
> solution of famous logical paradoxes.
>
> Well, that's about as far as I've been able to get with this. While the
> exact question lies below my own conscious threshold. I'm hoping that
> perhaps you'll be able to discern what it is that's troubling me and
> address it.  And knowing something of your approach to inquiry, I'm hoping
> that just taking up my vague not-quite-questions might prove to be of
> assistance in honing your novel theory.
>
> Best,
>
> Gary
>
>
> Gary Richmond
> Philosophy and Critical Thinking
> Communication Studies
> LaGuardia College of the City University of New York
>
>
> On Wed, Jan 9, 2019 at 11:01 AM Jon Alan Schmidt <jonalanschm...@gmail.com>
> wrote:
>
>> List:
>>
>> I have been musing recently on the well-known remark by Peirce that "just
>> as we say that a body is in motion, and not that motion is in a body, we
>> ought to say that we are in thought, and not that thoughts are in us" (CP
>> 5.289n1, EP 1:42n1; 1868).  He also asserted in the same series of articles
>> that "all thought is in signs" (CP 5.253, EP 1:24; 1868), so by
>> substitution we ought to say that our individual (Quasi-)minds are in
>> semiosis, and not that signs are in our individual (Quasi-)minds.
>>
>> As Peirce recognized, despite not having the benefit of Einstein's
>> insights, Zeno's famous paradoxes are dissolved by understanding continuous
>> motion through space-time as a more fundamental reality than discrete 
>> positions
>> in space and/or moments in time.  We arbitrarily mark the latter to
>> facilitate measurement and calculation for particular purposes, but space
>> is not composed of points and time is not composed of instants.
>>
>> Likewise, I suggest that semiosis is continuous, and we arbitrarily
>> isolate discrete signs--or rather, Instances of Signs--to facilitate
>> analysis for particular purposes.  We can say that a Dynamic Object
>> determines a Token of a Type to determine a Dynamic Interpretant in an
>> individual (Quasi-)mind, treating this as an actual event "occurring just
>> when and where it does" (CP 4.537; 1906).  Nevertheless, the Type is not 
>> composed
>> of its Tokens.
>>
>> Moreover, every Instance contributes to the Sign's Informed Breadth by
>> adding that Token's Dynamic Object; as Peirce put it, "Breadth refers to
>> the Object, which occasions the use of the sign" (R 200:E87; 1908).
>> Nevertheless, this collection could never amount to the Sign's Substantial
>> Breadth, which (I have argued) corresponds to its General Object.  In
>> other words, the Sign (as a Type) and its General Object are both
>> continuous, while each Instance (as a Token) and its Dynamic Object
>> (even if it includes multiple items) are both discrete.
>>
>> In fact, it seems to me that a necessary condition for a Token to be an
>> Instance of a Type is that the Token's Dynamic Object must likewise be an
>> instantiation of the Type's General Object.  When I pick something up and
>> say out loud, "This is a vase," the word "vase" that I pronounce is an
>> actual constituent of the real continuum of all potential Tokens of the
>> corresponding Type, which could be in any spoken or written language or
>> other Sign System; and I am asserting that what I now hold in my hands is
>> an actual constituent of the real continuum of all potential vases.
>>
>> Regards,
>>
>> Jon Alan Schmidt - Olathe, Kansas, USA
>> Professional Engineer, Amateur Philosopher, Lutheran Layman
>> www.LinkedIn.com/in/JonAlanSchmidt - twitter.com/JonAlanSchmidt
>>
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