From your description, I picture two minions inside a brain wrestling to pull a lever towards themselves haha. If that description is fitting for what you have in mind, it is unfitting as a description of the will resisting inclinations. — Samuel Lacrampe
We may be very tempted to do a certain act, but ultimately the decision to act comes from the will. E.g. out of anger, I may be tempted to punch someone, but ultimately the act of punching was my choice. — Samuel Lacrampe
Anyway, hard determinism is, by definition, incompatible with compatibilism. — Bartricks
Let's say I proposed that everyone is concerned for the welfare of others and does nothing out of self-interest at all. That's known as psychological altruism. Is it plausible? No. — Bartricks
Yes, it is highly controversial - it is known as psychological egoism and has virtually no defenders. It's exposed to so many prima facie counterexamples that it just isn't plausible. — Bartricks
That's confused. If compatibilism is true, then hard determinism is false. This thread is about what hard determinism entails. So it must be granted that compatibilism is false, for compatibilism is incompatible with hard determinism (hard determinists are incompatibilists about free will). — Bartricks
Question begging. We don't have any obligations if hard determinism is true. — Bartricks
Well, that's a highly controversial and fairly obviously false pyschological thesis. — Bartricks
It's not clear what bearing it has on the current issue - if we're programmed to behave in any way, then we lack free will in that respect and thus will lack any obligations. — Bartricks
Yes, and cars are not agents and do not have obligations. — Bartricks
My car is not obliged to start when I turn the key, is it? — Bartricks
To recognize that there are reasons to do things involves recognizing that one has options - that there are alternative possibilities available and thus one needs to consider what one has most reason to do or believe. — Bartricks
Second, it is manifest to the reason of most that if you ought to do something, then you can do it. And if you ought not to do x, then you can refrain from doing it. — Bartricks
Inclination is an "internal force", not in the sense of a physical force F=ma, but a drive, desire, or temptation. Free will can resist temptations no matter how strong, but not physical forces like lifting boulders. Passing out from exhaustion would be more like a physical force. — Samuel Lacrampe
Yes, as along as that the drive to sleep is merely an inclination and not a necessity. E.g. if you pass out from exhaustion, then this is too strong to be an inclination. — Samuel Lacrampe
Correct. Inclination is any internal force that drives, though does not compel, you to do something. — Samuel Lacrampe
But anyway, to bring this back to the topic at hand: hard determinism entails that we lack all obligations, as free will is surely something obligations require? — Bartricks
So if no woman wants to procreate, you think rape is now right? My reason says that'd be wrong.
The human species isn't a human. It doesn't die and you can't kill it and it has no interests. It does not experience pleasure or pain and it has no will. — Bartricks
It's about as self evident to reason that rape is wrong as that 2 + 2 = 4. Thus some acts are wrong. — Bartricks
Maybe you think nothing is right or wrong in reality. Then you're silly and confused. Silly because there's no reasonable way to arrive at that conclusion. — Bartricks
Free will is not another force that we add to sum up among the other inclinations. Rather, free will can always choose against all the inclinations, no matter their intensity. That's what makes it free. — Samuel Lacrampe
If this is what Platonists believe, then where do they think that these objectcs exist? If it's not inside our physical realm then in what realm do these objects exist and do they move inside of it? — Prishon
Now the question: Do we share at least the fundamental logical rules of inference with these beings, who perceive so differently? — Mersi
The family is more communist than capitalist in its internal relations; from each according to their ability, to each according to their needs. — unenlightened
But what is it for? Why is this glob of matter reluctant to be at the full mercy of the universe around it? — Benj96
Obamacare isn't "collectivist." — Xtrix
And rose again in the 1970s, and which has dominated corporate and political governance ever since. From the boardrooms of Wall Street, to Capitol Hill, to the White House, this ideology of "free enterprise" has prevailed. — Xtrix
Well even if that is the case, that still leaves the question of why there was a Big Bang in the first place. — HardWorker
Literally the article says:
An object can be potentially F and potentially not F, but it cannot be actually F and actually not F at the same time. — javi2541997
I agree with you that real contradictions are impossible. If someone claims a contradiction as real, say p & ~p, all we have to do to resolve it is to say p from one angle, ~p from another angle but not the case that p & ~p from the same angle. The p & ~p was only an apparent contradiction. — TheMadFool
Aristotle meant to the object itself not the act of belonging to another.
The “same thing” that belongs must be one and the same thing and it must be the actual thing and not merely its linguistic expression. For example, it is possible for someone to be a pitcher and not a pitcher where “pitcher” in the first instance refers to a baseball player and in the second to a jug that can hold beer — javi2541997
That's wordplay. — TheMadFool
There are no genuine contradictions. That's the law :point: The Law of Noncontradiction ~(p &~p), only apparent contradictions that can be resolved with anekantavada (many-sidedness/perspectivism). — TheMadFool
In what kind of space are there square circles? I'm curious. — TheMadFool
The point I' making is that there are only apparent contradictions, not real ones — TheMadFool
But a circle and a square are NOT defined as each other's opposites, nor are they mutually exclusive at all. — fishfry
Addendum
If a contradiction is being sought for, it's this: As litewave pointed out, some of us will observe T' as a square (S) and others will observe T' as as a circle (~S). Both parties are right: Square Circle. — TheMadFool
SO for any proposition P you have:
P is true IFF it is consistent and identical with itself
Consistent with what? "Lightwave wrote this post" is consistent, but not true - I wrote this post. — Banno
That's the very definition of a property in first-order logic. First order logic is extensional by design.
So you using a non-standard interpretation? — Banno
Arn't mathematical statements true in all possible worlds? — Banno
We agree that it is true in this possible world that you wrote the post; it is not true in some other possible world? — Banno
So do you think mathematical statements are true in this possible world because they are true in some possible world? — Banno
Then if it is true that in some possible world you dd not write that post, wouldn't it be true in this possible world, too? — Banno
...and yet to understand empty sets one needs all the paraphernalia of set theory. SO if they are to form the "simples" of a logical system, it is only by presuposing set theory. Which is not all that simple. — Banno
..and? That does not explain the "correspondence" in the correspondence theory of truth. Indeed, while correspondence is about what is the case, you've moved to affirmation, which is distinct, and quite different. One can after all affirm things that are not true. — Banno
