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Representing "stages" in the development of an object that undergoes a process is the province of the (relatively old) discipline of Systems Theory (aka "Dynamical Systems," "Control Engineering," "State-space representation" etc.), where a "stage" occurs as a state (or set of states) of a system. State of a process would be a derivative notion, namely the aggregate of the states of all the systems that participate in the process--hence we'd have one big system composed of all the participants in the process seen as subsystems of the big system. At any rate, my guess is that Systems Theory's propensity to carve the world into systems, subsystems, and hierarchies thereof, might not constitute a very exciting venue for BFO advocates. Long ago, yours truly attempted to sell a bunch of system-theoretic notions to the BFO community, but the enthusiasm was very low.
C
Thanks for the comments.
In my application, I'm actually interested in inanimate, non-living objects, so perhaps I should not have used the examples I did; they just seemed to be the closest things I could find.
Let's suppose in the baking example we were making a cake. The batter that goes into the oven is an object aggregate. Depending on whether the oven is on or not, it may or may not come out materially transformed. Either way, it is in some sense the same object aggregate. The three phases (before, during, after) then do not correspond to life stages but states. It is helpful to be able to think of the object aggregate in each of the phases as a continuant in its own right, that can be acted on. Someone might stick a knife into the batter, or slice off a piece of cake.
Conceptually I do think of it as progressing through a series of states. Temporal part could work but as the cake gets slowly eaten I'm less sure.
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Then any idea of 'stages' or 'states' I think has to follow the (correct version of the) above list. I.e. 'changes' from one stage to another occur within one (or more?) of the above levels. So a 'delta' between two stages e.g. pupa and moth is a change at the biological level; for the cake example, it is both chemical and material, and so on. I have never tried to do this analysis seriously, so I don't know how cleanly it would be.
Also, what might be considered life stages of an entity like a
cake are not all necessarily on the same level - rotting is a
different kind of change compared to cooking.
- thomas
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As to what the carrier of the system’s identity might be, BFO subscribes, as far as I recall, to an Aristotelian substantialist theory of identity, though what the exact Aristotelian substance this piece of dough instantiates escapes me at this point. Suffice to say that as long as this thing instantiates the same kind, it is the same kind, hence ceases to “exist” when it no longer instantiates the kind. In looser layman’s terms, a thing has, on the one hand, constitutive/individuative attributes, and, on the other, accidental or contingent attributes. The former are the object’s carriers of identity, while the latter constitute the state of the object.
C
From: Daniel Arista
Sent: Monday, October 5, 2020 9:55
To: bfo-d...@googlegroups.com
Subject: Re: [bfo-discuss] Representing Stages and Process States
@wolandscat
Thomas,
ref, " if we agree that chemical reactions, protein modifications (due to butter, eggs doing their thing during the cooking of the cake); if not, then 'chemical reactions' and 'biological cell modifications in response to environmental conditions' are two further potential kinds of 'state' or 'stage' change over time."
...could it be that the 'reaction' or 'modification' is (necessarily) the transformation of some continuant as describable as some process? It would follow that then the matter being transformed, when in the process of transformation, is undergoing a state change; it is in a state of transformation.
If the question is, when does a transformation constitute the end of an entity's existence?; then I think it's important to leverage dispositions and functions.
Batter has the disposition to turn into cake when baked. These dispositions can be tracked down to the subatomic particles .. To ascribe a function, we have to remember it's in the teleological sense per BFO.
There is no cake w/ batter ( don't know what that "cake in a mug" out of the microwave business is :). This imposes a necessary condition for cake (iff). Cake was once batter. Neither cake nor batter is a process, they are both continuants. Processes can induce transformations in continuants (e.g batter to cake). Temporally demarcating (slicing) these at some (potentially fiat) states is all we're doing.
These types of necessary and sufficient conditions, etc. need to come from the axioms of the domain of interest.
Cake has a life cycle, as it has the disposition to rot. If digested by bacteria, it will go through a sufficient transformation where it will no longer be cake. I eat some cake, it may still be cake in my stomach, but not for long. How long do I follow the cake through a lifecycle?? It seems this may be a matter of semantics, and should be formalized in the axioms of domain-specific science. BFO, as a top level ontology, won't tell you where to place these demarcations, it only provides the means to describe them. So if the "essential nature of the organism or system remains the same" then I think focusing on the level of description where things are changing and if/how it changes that continuant's dispositions makes sense. I think of things like the situation calculus or event calculus potentially if you wanted to build these axioms in a sorted FOL.
-Dan
On Sat, Oct 3, 2020 at 12:43 PM Woland's Cat <wolan...@gmail.com> wrote:
I've had some discussions with Barry on this subject before, and one thing we got caught on was what we mean by 'state'. From my (engineering / complex systems) perspective, a 'state' is a bundle of values of particular attributes (BFO qualities) of particular entities making up the system - which could be a patient, some industrial plant etc - at a particular time. So the 'system' - the organism or machine progresses through states in time - this gives you a state-space picture of the entity. (I still want a better way of representing this in BFO, because it's what's needed in most domains to track normal progress of patient vital signs, the operation of an industrial system etc). In all these cases, the essential nature of the organism or system remains the same - it's operating in 'normal mode'.
On the other hand, life 'stages' or 'phases' as between caterpillar and butterfly, egg and blastocyst and so on are something else, and within each stage, the above notion of 'state' will apply. In this notion of state/stage, there are major changes or additions to the entity phenotype, via new morphogenesis or some other mechanism.
Thirdly, we have the physics idea of phase changes, i.e. ice -> water -> vapour etc. I'd say the cake mixture -> cooked cake is similar to this, if we agree that chemical reactions, protein modifications (due to butter, eggs doing their thing during the cooking of the cake); if not, then 'chemical reactions' and 'biological cell modifications in response to environmental conditions' are two further potential kinds of 'state' or 'stage' change over time.
I'd suggest we need to get the language sorted out as well as the ontological distinctions we wish to make, such as the above.
- thomas
On 03/10/2020 15:10, Mark Wood wrote:
Thanks for the comments.
In my application, I'm actually interested in inanimate, non-living objects, so perhaps I should not have used the examples I did; they just seemed to be the closest things I could find.
Let's suppose in the baking example we were making a cake. The batter that goes into the oven is an object aggregate. Depending on whether the oven is on or not, it may or may not come out materially transformed. Either way, it is in some sense the same object aggregate. The three phases (before, during, after) then do not correspond to life stages but states. It is helpful to be able to think of the object aggregate in each of the phases as a continuant in its own right, that can be acted on. Someone might stick a knife into the batter, or slice off a piece of cake.
Conceptually I do think of it as progressing through a series of states. Temporal part could work but as the cake gets slowly eaten I'm less sure.
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Thomas Beale
Health IT blog | Culture blog | The Objective Stance
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