Banno
Banno
The reason why "a state of affairs" cannot list "the positions" some object occupies over time, is because this is explicitly a compilation of a multitude of states. Therefore it is not "a state". — Metaphysician Undercover
Banno
Banno
Richard B
Banno
Metaphysician Undercover
Your only direct and immediate knowledge of time is that of the present, the present moment in time. — RussellA
Are you referring to concretism?("for the concretist, there is no special property of the actual world — actuality — that distinguishes it, in any absolute sense, from all of the others; it is simply the world that we inhabit.")
I agree that is a problem with concretism. — Relativist
Importantly, SOAs constitute a primitive ontological category for the abstractionist; they are not defined in terms of possible worlds in the manner that propositions are in §1.3. Just as some propositions are true and others are not, some SOAs are actual and others are not.[28] Note, then, that to say an SOA is non-actual is not to say that it does not actually exist. It is simply to say that it is not, in fact, a condition, or state, that the concrete world is actually in. However, because ‘____ is actual’ is often used simply to mean ‘____ exists’, there is considerable potential for confusion here. So, henceforth, to express that an SOA is actual we will usually say that it obtains.
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Note also that, for the abstractionist, as for the concretist, the actual world is no different in kind from any other possible world; all possible worlds exist, and in precisely the same sense as the actual world. The actual world is simply the total possible SOA that, in fact, obtains. And non-actual worlds are simply those total possible SOAs that do not. — SEP
The term "state of affairs" is perhaps first found in the Tractatus, or in Russell. There is no indication in either Russell or Tractatus-Wittgenstein that a state of affairs must occur only at an instant, or that it cannot encompass temporal extension or change. The idea that states of affairs are instantaneous is your own addition. — Banno
Relativist
It's not only concretism but abstractionism as well. You are referring to the world we inhabit, (which I take as the independent physical world) as "the actual world". But this is not what "the actual world" refers to in possible worlds semantics. Look at the difference between "actual" and "concrete" in the SEP's account of abstractionism. SOAs may be actual or non-actual. "Actrual" means that it has been judged to obtain in the concrete world. — Metaphysician Undercover
Metaphysician Undercover
Banno
Relativist
Metaphysician Undercover
First, the idea that a ‘state’ must be unchanging is a stipulation, not a truth. A state of affairs can include change. ‘The ball rolled east at 2 m/s for five seconds’ is a perfectly ordinary state of affairs. — Banno
You keep treating a state of affairs as a snapshot, not a way things are. — Banno
Second, your complaint that states of affairs don’t ‘describe the change itself’ is misleading. A description doesn’t re-enact what it describes. A trajectory doesn’t move; a sentence about change doesn’t change. That’s not a deficiency. A state of affairs specifies what’s the case, it doesn't bring it about. — Banno
So, the problem isn’t with states of affairs, but with a picture that insists they must be instantaneous, static, and incapable of internal temporal structure. — Banno
Banno
And nowThe reason why "a state of affairs" cannot list "the positions" some object occupies over time, is because this is explicitly a compilation of a multitude of states. Therefore it is not "a state". — Metaphysician Undercover
This is false, — Metaphysician Undercover
RussellA
I suggest that it's simpler to semantically equate, “there is no apple on the table” with the fact that apples are not in the set of objects on the table. — Relativist
RussellA
But ¬∃x(P(x)∧Q(x)) identifies a different state of affairs, which does not refer to any apples. — Ludwig V
RussellA
The representation of the present as a "moment in time" is completely inconsistent with empirical observation, therefore a falsity. — Metaphysician Undercover
Ludwig V
I'm pretty sure that it is "In W34(¬∃x(P(x)∧Q(x)))". But I'm no expert. Perhaps @Banno will comment.In possible world, say W34, there are no apples at all. Then the proposition “there is no apple on the table” is true.
What would the logic statement be for this possible world W34? — RussellA
I don't understand you. The table exists, and the set exists. We are not referring to any specific apple and not asserting either that apples in general exist or that they don't.To say “there is no apple on the table” is no different to saying “there is no apple in the set”.
In both cases we are referring to something that does not exist. — RussellA
Metaphysician Undercover
And now
This is false,
— Metaphysician Undercover
Keep dithering and vacillating and no one can touch you with anything so solid as an argument. — Banno
When I see an apple falling to the ground, are you saying we are able to empirically observe more than one moment in time at the same time? — RussellA
It is more the case that when we empirically observe the apple hitting the ground, we have a memory of the apple leaving the tree. — RussellA
Metaphysician Undercover
RussellA
Strictly speaking, we do not "observe" time at all. If a person sees an apple moving one can deduce that time has passed, but we do not observe time. So "time" itself is a mental construct. — Metaphysician Undercover
So, what I would say is that we are always experiencing and observing a duration of time. — Metaphysician Undercover
Relativist
Conceptually. Semantics do not imbue existence.In both cases we are referring to something that does not exist. — RussellA
RussellA
Semantics do not imbue existence. — Relativist
Relativist
Banno
In possible world, say W34, there are no apples at all. Then the proposition “there is no apple on the table” is true. — RussellA
Banno
I don't understand you. The table exists, and the set exists. We are not referring to any specific apple and not asserting either that apples in general exist or that they don't. — Ludwig V
Quantification is not reference. So “there is no apple on the table” is ~∃x(Ax ^ Tx). But "There is no apple in the set” is ambiguous between ~∃x(Ax ^ Tx) and ∃(x)(~A(x) ^ T(x)) This last asserts that there are no apples at all. it's as if we read "There is no apple in the set” as saying that there is a non-existent apple on the table.To say “there is no apple on the table” is no different to saying “there is no apple in the set”.
In both cases we are referring to something that does not exist. — RussellA
Banno
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