for response to Mike


On Sat, Oct 18, 2025 at 1:39 AM Mike Bergman <[email protected]> wrote:

> Hi Gary,
>
> I very much concur with this sentiment:
> On 10/17/2025 9:46 PM, Gary Richmond wrote:
>
> the process of reasoning, including the creation of meaning, commences as
> abductive inference -- the imaginative leap -- and that Peirce insists that
> this leap is a naturally human tendency to 'guess right' about certain
> matters: so, from experience to abduction/ hypothesis formation
> /retroduction.
>
> Yet, as a member of the 'Knowledge Representation (KR) community' as you
> refer, and one first introduced to Peirce by Sowa, it was not Sowa's
> tutorials on existential graphs (EGs) or EGs more broadly that peaked my
> interest. It was Sowa's presentation of semiosis in a dynamic way that
> struck a cord. I first wrote about this connection in 2010 when I was
> exploring the idea of concepts and reference in the context of the semantic
> Web [1].
>
> I think I understand Peirce's view that an icon is more primitive than an
> expression, but I find the syntactic latitude presented by Peirce's graphs
> to not be compelling for the contexts I want to express. I appreciate the
> formalization of the logic afforded by the graphs, and the cleaner
> presentation of relations provided by the graphs (in their various Alpha to
> Gamma guises), but they have never really "spoken" to me. The application
> of semiosis to natural language is the blackboard I prefer. I suspect we
> align on this.
>
> You go on to speculate:
>
> If [Gamma Graphs or related repesent the syntax of abduction] is so, then
> Pragmatism perhaps provides both the semantics and pragmatics (the
> semeiotic teleology of abduction, so to speak) explaining how those quite
> different icons acquire meaning through their bearing on practical life and
> inquiry.
>
> The iconicity of Gamma graphs may do just that, but I do not believe that
> is the only path. Reasoned argument and natural language can accomplish the
> same end, one which is more easily nuanced than diagrammatic icons. (In
> other words, Peirce could have thought and written another 100 years but
> would still be frustrated at his 'zeta graphs' to express his intentions.)
>
> Your observations brought to the fore two observations I would make about
> the Peircean scholarship community generally. Observation 1): I do not
> believe that mastering the EGs is essential to understand Peirce. I think I
> understand Peirce's objectives with his graphs, and they have mostly to do
> with the frustration of being able to precisely communicate in any medium
> or context. An icon is surely prescinded from natural language and
> therefore by definition more 'grounded'. But expressiveness also comes from
> a larger number of tokens, leading to as many rules and conventions as
> natural language affords. Iconic representations seem to have lower
> ceilings to convey expressiveness. Observation 2): Semiosis has undue
> prominence in the inspection of Peirce's insights. I have oft stated my
> preference for grounding Peirce's architectonic in his universal
> categories. I also find his insights on cosmology, evolution, and logic
> nuances (aside from the categories and the three reasoning methods) more
> fertile grounds for finding insights relevant to modern science and
> epistemological questions than the semiotic process per se.
>
> Best, Mike
>
> [1] My blog post was on "What is a Reference Concept?
> <https://www.mkbergman.com/938/what-is-a-reference-concept/>". My
> reference to Sowa was John Sowa, 2000. “Ontology, Metadata, and Semiotics,”
> presented at ICCS’2000 in Darmstadt, Germany, on August 14, 2000; see
> http://www.jfsowa.com/ontology/ontometa.htm.
> On 10/17/2025 9:46 PM, Gary Richmond wrote:
>
> Jon, Atila, List,
>
> While over the decades I've taken only a modest interest in Peirce's
> Existential Graphs, early on I made a point of studying them since I
> quickly realized their relevance and importance for Peirce's logic and, so,
> for his entire semeiotic and metaphysics, truly, for all the branches of
> Discovery Science (Pure Research Science) beginning with mathematics.
> Indeed Peirce suggested that -- in good time -- no rush; get the semeiotics
> and metaphysics right first! -- he expected that some logical and
> metaphysical 'discoveries' and 'advances' would influence communities and
> societies (firstly, scientific communities).
>
> I began my study of EGs as I believe many did (perhaps especially those
> involved in the Knowledge Representation (KR) community) with John Sowa's
> “Tutorial on Existential Graphs." That was the first of several 'tutorials'
> I diligently studied. But truth be told, I was especially influenced by
> Joseph Ransdell's and Kenneth Ketner's broader contexts for understanding
> the role of EGs within Peirce’s semeiotic and metaphysics. Joe was
> something of a mentor to me in my ongoing Peirce studies, while Ken and I
> had stimulating discussions on various aspects of Peirce's work. As for the
> Gamma Graphs, I got a brief introduction to them from a series of lectures
> -- actually two in as many  years -- which Fernando Zalamea gave in NYC a
> few years ago. Some of those lectures were logically 'above my pay grade',
> but I did come away with one certainty: that Zalamea situates Gamma
> squarely within Peirce’s philosophy of continuity. In any event, I must
> admit that I was much more interested in those "broader contexts' of Joe
> and Ken (and many others) rather than to EGs as such. That is still the
> case as the rest of this post might suggest.
>
> As you know, both Peirce’s *Lowell Lectures on Some Topics of Logic* and
> his Harvard Lectures on Pragmatism were delivered in 1903. Recently I've
> been thinking that these lecture series may represent two aspects of one
> and the same project. In the *Lowell Lectures*, Peirce develops his EGs
> as a diagrammatic logic, while in the *Harvard Lectures* he characterizes
> pragmatism as “the logic of abduction.” As I see it, these two lecture
> series taken together seem to represent an attempt by Peirce to show that
> the process of reasoning, including the creation of meaning, commences as
> abductive inference -- the imaginative leap -- and that Peirce insists that
> this leap is a naturally human tendency to 'guess right' about certain
> matters: so, from experience to abduction/ hypothesis formation
> /retroduction.
>
> I read that Peirce once described the Gamma Graphs as something like "the
> calculus of reasoning about 'would-be’s'." [Note: in the 'real world',
> including the existential world, each possibility may-be, can-be, but only
> *'would-be'* if the conditions are such as to be conducive to realizing
> that possibility (biological evolution follows this logic).] So Gamma
> Graphs would then seem to serve as the *formal* counterpart to the kind
> of reasoning that guesses/ retroduces/ invents new ideas as hypotheses.
> [So, one might hope that Gamma Graphs -- or some other tool should the
> Gamma development of EGs prove impossible -- would eventually be developed
> to serve as a tool for helping to bring into being the conditions for the
> 'meliorization' (as Peirce puts it) of some aspect of life on earth
> (including, of course, the life of the Mind).]
>
> Another way of putting this is that Peirce's describing pragmatism as “the
> logic of abduction”  suggests that he was extending his 'would-be' logic
> into the realm of meaning and conduct.This represents a process of creative
> thinking*** about the conceivable  consequences of creating the conditions
> for *possible humane desiderata* to be realized (Peirce insisted on
> adding the 'e' to 'human' in its adjectival form). So Peirce's
> pragmatism would seem to offer the same logic of abduction that the Gamma
> Graphs would hope to express diagrammatically.
> ***parenthetically, critical and creative thinking are subjects I taught
> for a number of years at CUNY and The Cooper-Union: in my opinion, critical
> and creative thinking truly ought to be required subjects beginning in
> grammar school.]
>
> A helpful lesson I learned from Joe Ransdell, an expert in 'iconicity',
> was that just as EGs function as icons of the thought or situation it
> represents in that it reveals the logical relations among its parts
> that, similarly, Joe argued that *pragmatic meanings are also icons*.
> Further, meaning-icons represent not only possible effects in experience
> but they also can serve as guides to rational and humane conduct. To think
> abductively is to construct an icon of a possible world, which is to say
> that such an icon is a model of how things 'would-be' if the conditions
> were such as to be able to bring about some desirable change.
>
> For some years the scholar, Aldo de Moor and I were interested in how
> 'more iconic graphs' (such as EGs versus, say, Algebra) might function in
> relation to:
> syntax
> |> pragmatics
> semantics
>
> As I currently see it, Gamma Graphs -- or something functioning as they
> were intended by Peirce to function -- might represent the *syntax* of
> abduction as they have the promise of showing how icons of possible
> relations can be generated and manipulated within a given logical space. If
> that is so, then Pragmatism perhaps provides both the semantics and
> pragmatics (the semeiotic teleology of abduction, so to speak) explaining
> how those quite different icons acquire meaning through their bearing on
> practical life and inquiry. I am suggesting they are both expressions of
> Peirce’s broader semeiotic vision: that reasoning, meaning, and conduct all
> evolve through the continual creation, interpretation, and testing of *signs
> of possibility* by an open community of interest.
>
> Best,
>
> Gary R
>
> On Thu, Oct 16, 2025 at 5:23 PM Jon Alan Schmidt <[email protected]>
> wrote:
>
>> Atila, List:
>>
>> Following up on my previous post in this thread, Peirce begins his
>> "slight sketch" of Existential Graphs (EG) in the entry for "symbolic
>> logic" in Baldwin's *Dictionary of Philosophy and Psychology* (1902) by
>> describing what he later distinguishes as the Alpha part for propositional
>> logic. Rather than thin oval lines as cuts, "to facilitate the printing,"
>> he uses square brackets, parentheses, and braces to enclose different
>> areas; for example, he represents "if A then B" as [A(B)].
>>
>>
>>
>> Upon introducing the line of identity, Peirce does not immediately shift
>> to the (future) Beta part for first-order predicate logic, where it denotes
>> an indefinite individual to which general concepts are attributed by
>> attaching names. Instead, he initially uses a heavy line connecting A and B
>> to denote a "quasi-instant" at which both propositions are true. This
>> directly anticipates his Logic Notebook entry of 1909 Jan 7 (R 339:340r
>> <https://iiif.lib.harvard.edu/manifests/view/drs:15255301$637i>), where
>> the heavy line represents "circumstances" or "times" when propositions
>> attached to it are true--a candidate notation for implementing modal logic.
>> Accordingly, I have suggested in two recent papers (here
>> <https://revistas.pucsp.br/index.php/cognitiofilosofia/article/view/60449/46975>
>> and here <https://muse.jhu.edu/article/939654>) that this might be what
>> he had in mind nearly three years later when he expressed the need "to add
>> a *Delta* part in order to deal with modals" (R 500, 1911 Dec 6).
>>
>>
>>
>> Returning to Baldwin's *Dictionary*, Peirce does move on quickly to what
>> we know today as Beta, although he continues to attach capital letters to
>> lines of identity instead of names. The only exception is when he briefly
>> switches to lowercase letters when assigning specific words to them--*l*
>> for the relation of loving, *m* for man, *w* for woman, etc. He
>> concludes with the following remarks.
>>
>>
>> CSP: For all considerable steps in ratiocination, the reasoner has to
>> treat qualities, or collections, (they only differ grammatically), and
>> especially relations, or systems, as objects of relation about which
>> propositions are asserted and inferences drawn. It is, therefore, necessary
>> to make a special study of the logical relatives "____ is a member of the
>> collection ____," and "____ is in the relation ____ to ____." The key to
>> all that amounts to much in symbolical logic lies in the symbolization of
>> these relations. But we cannot enter into this extensive subject in this
>> article. (CP 4.390)
>>
>>
>>
>> After some further investigation, I now strongly suspect that this is the
>> "certain fault in the system" and "vexatious inelegance" that Peirce
>> mentions in his third 1903 Harvard Lecture (PPMRT 186, EP 2:176)--in the
>> Beta part of EG that implements first-order predicate logic, heavy lines of
>> identity *only* denote individuals, such that there is no way to denote
>> qualities, collections, relations, or abstractions as *subjects* of
>> propositions. The remedy, which he evidently discovered along with other
>> "new possibilities of perfectionment" upon reexamining EG "from the point
>> of view of the categories," was to develop the Gamma part that he
>> subsequently introduced in his 1903 Lowell Lectures.
>>
>> Regards,
>>
>> Jon Alan Schmidt - Olathe, Kansas, USA
>> Structural Engineer, Synechist Philosopher, Lutheran Christian
>> www.LinkedIn.com/in/JonAlanSchmidt / twitter.com/JonAlanSchmidt
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>
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> --
> __________________________________________
>
> Michael K. Bergman
> 319.621.5225http://mkbergman.comhttp://www.linkedin.com/in/mkbergman
> __________________________________________
>
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