Re: New View On Induction - I'm Against Hume.
Posted: Thu Sep 17, 2009 6:08 pm
Whay do I need a quote!?
How can induction be sceptical?
How can induction be sceptical?
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I believe I'm quite thorough on Hume in what this thread is about. I'm asking you if you can give a quote of Hume where he states that there are no necessary connections in nature since you say that Hume does just that.That is precisely what he is doing. Have you been reading Hume or a secondary source?
My leap into this problem has been initiated by George Couvalis, The Philosophy of Science - Science and Objectivity in the spring of 2000. From there, I've been reading various excerpts. I've been thinking you like to know. If you want to prove that I'm off the track regarding my knowledge of Hume, you should come up with some references, preferably to the original texts, but I like very much that you come up with quotes.Have you been reading Hume or a secondary source?
Not really as my 'memory' is not up to it at present. You appeared to be proposing that 'all' can be 'understood' in the 'instant'? If so, then it sounds like a 'monad' as this can also be understood in this way?Aetixintro wrote:Is there some part of Leibniz's Monadology you like to cite in this regard? To my knowledge, this Hume's notion of custom or habit has been standing there like a rock for ages! I'm currently unaware of anyone trying to clear it out of the way.
Thanks but no thanks as I've had to do a course in this and i've forgotten my answers and do not, at present, wish to recall them(a thought I will chase is the "SEP" bit, as the acronym escapes me?You may want to look up something:
Problem of induction on Wikipedia
The Problem of Induction on SEP
Out of courtesy and, of course, within the PN context I will follow this up and hope to contribute.I have also made a thread about this over at Philosophyforums. Just throw some more, please! Cheers!
The reason for my interest in his knowledge of physics lies in this quote. I'm a little interested in snooker and there is no doubt that these people in the sport know what they're doing in playing those balls. There should be a very real possibility for constructing a machine that with a cue strikes a ball A with a given power into ball B and that the final position of ball B is known down to very minuteness even before the machine delivers the strike, ie. that the machine will be capable of doing this according to laws of nature. You let the machine strike the ball A once and then you reposition the balls. The following strikes are known, ie. final position of ball B! Thereby I find "...that a hundred different events might as well follow from that cause?" strange indeed. It doesn't take much physics to understand that the assertion of Hume here is false.When I see, for instance, a Billiard-ball moving in a straight line towards another; even suppose motion in the second ball should by accident be suggested to me, as the result of their contact or impulse; may I not conceive, that a hundred different events might as well follow from that cause? May not both these balls remain at absolute rest? May not the first ball return in a straight line, or leap off from the second in any line or direction? All these suppositions are consistent and conceivable. Why then should we give the preference to one, which is no more consistent or conceivable than the rest? All our reasonings a priori will never be able to show us any foundation for this preference.
We experience "all", the sum of laws of nature, in the "instant". This situation confounds us because it's so complex. Ideally, we like to "isolate" each feature, law, of nature by themselves and thus, we can be certain of this law having effect under given conditions. There's nothing unreasonable about this, although it may be incredibly difficult to make this ideal happen.Not really as my 'memory' is not up to it at present. You appeared to be proposing that 'all' can be 'understood' in the 'instant'? If so, then it sounds like a 'monad' as this can also be understood in this way?
No offence but if this is your understanding to Hume it's a bit deficit. Can you see how logically anything is possible when two balls interact in billiards? This is the skepticism of induction.The reason for my interest in his knowledge of physics lies in this quote. I'm a little interested in snooker and there is no doubt that these people in the sport know what they're doing in playing those balls. There should be a very real possibility for constructing a machine that with a cue strikes a ball A with a given power into ball B and that the final position of ball B is known down to very minuteness even before the machine delivers the strike, ie. that the machine will be capable of doing this according to laws of nature. You let the machine strike the ball A once and then you reposition the balls. The following strikes are known, ie. final position of ball B! Thereby I find "...that a hundred different events might as well follow from that cause?" strange indeed. It doesn't take much physics to understand that the assertion of Hume here is false.
Are you implying there can be a nuclear explosion in this instance? In my machine example, are you in doubt that the machine delivers ball B by a strike on it to the exact location every time? If you have been reading me, logics and mathematics are a part of the solution of our unbreakable belief of the machine's deliverance of ball B. Let me repeat:Can you see how logically anything is possible when two balls interact in billiards?
Where's the deficiency of my understanding of Hume, "Hume's Custom or Habit"?Factors
1. Consistency and coherency (deduced from Descartes' Meditations)
2. The sum of natural laws (the usual consideration of our beings in nature)
3. Logics and mathematics are necessary aspects of nature and our minds (I hold the view that logics and mathematics are for real in a variety of senses)
4. The factors of 1. through 3. bridge our experience from one instant to the next and so on. Forever?
5. Point beside: 1. through 4. refute, in my opinion, "Hume's Custom or Habit", the problem of induction.
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This schema can be used in every instance of the universe.
False of what we have observed so far. How do you know it won't turn into a chicken next time? How do you know that emeralds are green and not grue? You can't solve the problem of induction with physics. It is a philosophical problem, not a scientific one.The reason for my interest in his knowledge of physics lies in this quote. I'm a little interested in snooker and there is no doubt that these people in the sport know what they're doing in playing those balls. There should be a very real possibility for constructing a machine that with a cue strikes a ball A with a given power into ball B and that the final position of ball B is known down to very minuteness even before the machine delivers the strike, ie. that the machine will be capable of doing this according to laws of nature. You let the machine strike the ball A once and then you reposition the balls. The following strikes are known, ie. final position of ball B! Thereby I find "...that a hundred different events might as well follow from that cause?" strange indeed. It doesn't take much physics to understand that the assertion of Hume here is false.
What is false? The notion of this machine and ball B? Why can't you address what I actually write? I agree that this problem isn't solved by physics, but I see it as philosophy to make it clear what foundations, assumptions, that we build on when we are in the world, both subjectively and objectively. It may be that I thereby can be able to put physics in a new light and also the consequences of its descriptions. I suggest that you reread the thread and make the appropriate quotes.False of what we have observed so far. How do you know it won't turn into a chicken next time? How do you know that emeralds are green and not grue? You can't solve the problem of induction with physics. It is a philosophical problem, not a scientific one.
That is the post: Thu Sep 17, 2009 3:11 pm.Aexintro,
It is circular to invoke laws of nature to defend induction. Take this simplified example. In the past event B has always followed event A. If this happens enough times then we may say that 'If A then B' is a law of nature. In other words, we are saying that there is a necessary connection between the two events. Now Hume questions our justification for thinking in this way. For no matter how many times you see B follow A it is always possible that on the next occasion, B will not follow A. To invoke laws of nature to defend induction thus assumes the very thing that Hume calls into question, namely that inductive inferences are justifiable.
For someone who is against Hume you sound awfully like him! This is exactly his point. Our belief that the sun will rise tomorrow is custom or habit. Yet there is no logical reason why it should.Is it necessary for me to repeat this argument every day in order to believe in it? No! Once I've made my argument, I can rely on it for the rest of the future as being a part of my mental, intellectual history. It's the same with the external world. When I go to bed tonight, I can definitely rely on wakening up tomorrow! Is this supposed to go away? No, not without a good reason for being so. This is the consequence of being serious about a single span of time, instance. Again, there's no induction here!