I used `` “instance” = category ″ notation, which I admit is not necessarily clear. Ok, let me restate to be more clear. “Isn’t minimizing prediction error a form of pattern matching?” Is in my opinion an ill-formed question due to a category (type) mismatch. “Minimizing prediction error” is a particular task, and “pattern matching” is a particular type of algorithms—that is, particular methods one can choose to use to accomplish a task, and “Isn’t [a particular task] a form of [methods for accomplishing the task]” are ill-formed because tasks and methods do not have the “a form of” relationship. The relationship they do have is that methods can be suitable (or not suitable) for a particular task, and, depending on a task, multiple different methods might be suitable—as it is indeed the case for the “minimizing prediction error” task.
“Minimizing prediction error” is a particular task, and “pattern matching” is a particular type of algorithms
You still have to actually prove this or reference someone who does.
Anyways,
What makes you believe one must be a ‘particular task’ and another a ‘particular type of algorithm’?
Because contrary to your claim there are algorithms that minimize prediction error and tasks such as pattern matching, and some folks prefer this division. In fact you can use the search tool on LW and find quite a few examples.
“algorithms that minimize prediction error” = algorithms that perform the task of minimizing the prediction error.
Anyway, if you disagree on categorization, the point that there are indeed plenty of algorithms for minimization prediction error task, and many of them have nothing to do with pattern matching still suggests to me that your original question was a weird question to ask.
“algorithms that minimize prediction error” = algorithms that perform the task of minimizing the prediction error.
“pattern matching” is a particular type of task using algorithms
See how this can just go on endlessly if everyone is allowed to claim their own categorization scheme and insist it must be true by default?
It’s clear that no serious conversations could occur on LW if that was the case.
In other words asserting your own scheme and claiming it’s the one that should be used be all participants going forwards isn’t going to be treated seriously. The usual expectation is for the claimant to provide solid proof for any novel claim.
I keep saying that your question does not make sense to me, and never claim that my interpretation must be universal, keep asking you to clarify your question, yet you do not.
So by “pattern matching” you mean simply task of finding the most closely matching pattern, not the methodology/class of algorithms of first finding the closest matching pattern, then doing the next step based on what that pattern is? If so, what does that even have to do with the minimization of prediction error?
I also do not understand why you insist on discussing the instrumental terminology disagreement, rather than addressing my bigger point that minimization of prediction errors could be done via models (implicit or explicit). As an example, babies learn to segment reality into objects and understand object permanence at a very young age, and many animals understand object permanence too. This is relevant because object permanence is a form of predictive rule that helps reduce prediction error. Over time, humans form more complex models of the world, some implicit, and some explicitly reasoned with, which help predict future sensory inputs.
I keep saying that your question does not make sense to me, and never claim that my interpretation must be universal, keep asking you to clarify your question, yet you do not.
I don’t see that in your first comment addressing my question. Reproduced below:
Isn’t minimizing prediction error a form of pattern matching?
Not necessarily. There seems to be a category error in your question: “minimizing prediction error” = task, “pattern matching” = algorithm. Multiple algorithms could potentially be used for the same task (particularly in case you are just trying your best at an approximate solution, or if evolution is doing the best it is able to blindly stumble upon). For example, if you have a good model, you can use it to minimize prediction errors analytically.
If you intended to point to the replies after this, nothing said afterwards could retroactively nullify or preempt the prior claims (‘There seems to be a category error in your question’) presented in the initial reply. You have to explicitly retract the prior claims.
Because the usual custom in discussions is to address points as they were presented chronologically, unless announced otherwise beforehand.
Okay, my point still stands as it’s common knowledge. If you don’t wish to follow the usual rule of addressing claims as they appear then consider announcing it next time at the beginning of a discussion before time is spent.
P.S. and it’s ironic given the title of your post—seems you truly do not know the difference between noise and information, as you insist on discussing the noise, rather than trying to filter it out in pursuit of information.
If you plan to waste people’s time by insisting on pedantically addressing each disagreement, no matter how insignificant, to death, in chronological order, rather then following the more LW standard convention of making an effort to quickly arrive at the crux of any disagreement, announce it first in your post before people spend time engaging with your posts.
I used `` “instance” = category ″ notation, which I admit is not necessarily clear. Ok, let me restate to be more clear. “Isn’t minimizing prediction error a form of pattern matching?” Is in my opinion an ill-formed question due to a category (type) mismatch. “Minimizing prediction error” is a particular task, and “pattern matching” is a particular type of algorithms—that is, particular methods one can choose to use to accomplish a task, and “Isn’t [a particular task] a form of [methods for accomplishing the task]” are ill-formed because tasks and methods do not have the “a form of” relationship. The relationship they do have is that methods can be suitable (or not suitable) for a particular task, and, depending on a task, multiple different methods might be suitable—as it is indeed the case for the “minimizing prediction error” task.
You still have to actually prove this or reference someone who does.
Anyways,
What makes you believe one must be a ‘particular task’ and another a ‘particular type of algorithm’?
Because contrary to your claim there are algorithms that minimize prediction error and tasks such as pattern matching, and some folks prefer this division. In fact you can use the search tool on LW and find quite a few examples.
“algorithms that minimize prediction error” = algorithms that perform the task of minimizing the prediction error.
Anyway, if you disagree on categorization, the point that there are indeed plenty of algorithms for minimization prediction error task, and many of them have nothing to do with pattern matching still suggests to me that your original question was a weird question to ask.
“pattern matching” is a particular type of task using algorithms
See how this can just go on endlessly if everyone is allowed to claim their own categorization scheme and insist it must be true by default?
It’s clear that no serious conversations could occur on LW if that was the case.
In other words asserting your own scheme and claiming it’s the one that should be used be all participants going forwards isn’t going to be treated seriously. The usual expectation is for the claimant to provide solid proof for any novel claim.
I keep saying that your question does not make sense to me, and never claim that my interpretation must be universal, keep asking you to clarify your question, yet you do not.
So by “pattern matching” you mean simply task of finding the most closely matching pattern, not the methodology/class of algorithms of first finding the closest matching pattern, then doing the next step based on what that pattern is? If so, what does that even have to do with the minimization of prediction error?
I also do not understand why you insist on discussing the instrumental terminology disagreement, rather than addressing my bigger point that minimization of prediction errors could be done via models (implicit or explicit). As an example, babies learn to segment reality into objects and understand object permanence at a very young age, and many animals understand object permanence too. This is relevant because object permanence is a form of predictive rule that helps reduce prediction error. Over time, humans form more complex models of the world, some implicit, and some explicitly reasoned with, which help predict future sensory inputs.
I don’t see that in your first comment addressing my question. Reproduced below:
If you intended to point to the replies after this, nothing said afterwards could retroactively nullify or preempt the prior claims (‘There seems to be a category error in your question’) presented in the initial reply. You have to explicitly retract the prior claims.
Because the usual custom in discussions is to address points as they were presented chronologically, unless announced otherwise beforehand.
Sorry, I do not believe continuing this “conversation” is a productive use of my time.
Okay, my point still stands as it’s common knowledge. If you don’t wish to follow the usual rule of addressing claims as they appear then consider announcing it next time at the beginning of a discussion before time is spent.
P.S. and it’s ironic given the title of your post—seems you truly do not know the difference between noise and information, as you insist on discussing the noise, rather than trying to filter it out in pursuit of information.
If you plan to waste people’s time by insisting on pedantically addressing each disagreement, no matter how insignificant, to death, in chronological order, rather then following the more LW standard convention of making an effort to quickly arrive at the crux of any disagreement, announce it first in your post before people spend time engaging with your posts.
That was the prior claim.
After making two replies to my one comment, you seem to now believe the opposite?
Changing positions and/or claims after every comment seems to indicate a more fundamental issue.
As a word of advice, contradicting your own last stated claim so obviously is highly damaging to credibility.
If you don’t intend to actually leave a conversation then try not to claim the opposite.