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Kuciwalker is offline Kuciwalker
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Feb 2001
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  Old Post 21-09-2004 02:02
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quote:
Originally posted by Ben Kenobi
Have you ever done one?


Why, yes. In fact, there's a certain type of proof I've done quite often.

It's called algebra.

Not to mention that any basic geometry course teaches propositional logic proofs and geometric proofs.

quote:
Yet you freely use such terms like a priori?

I suggest you reconsider this, since many of your own standards of proof seem to be based on philosophical concepts developed by philosophers.


My standards are not rigorous. It's simply impossible to go into that level of detail.

Ben Kenobi is offline Ben Kenobi
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  Old Post 21-09-2004 02:06
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quote:

My standards are not rigorous. It's simply impossible to go into that level of detail.


That doesn't stop philosophy from being rigorous.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 02:08
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I've never seen any that is.

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  Old Post 21-09-2004 02:36
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quote:
Originally posted by Ben Kenobi
Not really. Most algorithms require understanding of the mathematical processes involved, and tend to break the problem down into ways that the computer can understand them better.


Basically refuting your statement that writing algorithm is "Number crunching dressed up. "

Drogue is offline Drogue
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  Old Post 21-09-2004 02:43 Visit Drogue's homepage!
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quote:
Originally posted by Kuciwalker
Mathematics has very rigorous standards of proof.

Indeed it does. Proves by induction, elimination, etc. would all quality as proof.

The way I see it, maths is taking given assumptions, and saying if such is true, then this is also true, as per proving identies. Philosophy does the same, with ideas. If such an idea is true, then this also means that such another idea is true. However every philosophy student I have debated with has bent this a little in order to give their argument more credance, saying that since something is true, their argument must be, when that is not necessarily so. All the mathematicians I know do not do this however, because you would have to prove why that was the case, by a set means of proof, whereas in a debate, someone would have to show it to be false.

For example, you cannot use a method of proof to show that, since the universe exists, God must exist to have created it. Or to answer any of the questions like that. In the philosophical world, there aren't certainties. When you have a mathematical system, it has rules and properties, so proves can be made. You can prove that cot^2 = cos^2 over sin^2, given the assumptions of what sin and cos mean with regards to a triangle. Without those assumptions it cannot be proven. You can do the same, with assumptions, in philosophy. However you can never prove that those assumptions are true, without basing that on more assumptions. In maths, that doesn't matter, since maths is using that particular construct to solve problems. The system is a human construction, and only valid inside that construct. In philosophy there is not the same contruct. When trying to solve the ethical dilemmas, or far reach questions about our place in the universe, or anything like that, we don't know the assumptions.

Philosophy does have rigourous proof, proving that given one thing, another is true, just like maths. What it doesn't have, is a common set of assumptions to start with, and thus even if you prove that, given the assumptions, you can never prove the assumptions, thus nothing is ever actually proven.

When it comes to practical philosophy, of actions and morals, it becomes even less able to prove. My personal philosophical beliefs come from the assumption that happiness is good, as the core pillar. While I can show, that given that happiness is good, such and such an action is also probably good, I can never prove that, since I don't know all the results of that. Hence, even with a core assumption, it is unprovable.

Fve Crathva is offline Fve Crathva
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  Old Post 21-09-2004 02:44 Visit Fve Crathva's homepage!
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If algorithm design was just number crunching--something that computers do very well--then we must be living in a false reality generated by intelligent, self-improving computers.



SP

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 02:46
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quote:
Originally posted by Drogue
The way I see it, maths is taking given assumptions, and saying if such is true, then this is also true, as per proving identies. Philosophy does the same, with ideas. If such an idea is true, then this also means that such another idea is true. However every philosophy student I have debated with has bent this a little in order to give their argument more credance, saying that since something is true, their argument must be, when that is not necessarily so. All the mathematicians I know do not do this however, because you would have to prove why that was the case, by a set means of proof, whereas in a debate, someone would have to show it to be false.

For example, you cannot use a method of proof to show that, since the universe exists, God must exist to have created it. Or to answer any of the questions like that. In the philosophical world, there aren't certainties. When you have a mathematical system, it has rules and properties, so proves can be made. You can prove that cot^2 = cos^2 over sin^2, given the assumptions of what sin and cos mean with regards to a triangle. Without those assumptions it cannot be proven.


I'd say definitions, not assumptions. Without them, it's meaningless gibberish.

Drogue is offline Drogue
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  Old Post 21-09-2004 02:54 Visit Drogue's homepage!
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Definitions are assumptions. You're assuming that x means y, where x and y are a particular definition of something. You're also assuming the nature of the universe, that space is in 3 dimensions and is not bending in part of that triangle. You're using a construct, a mathematical system, to assume these things, and working within that construct. Philosophy doesn't have the same construct, save for the real world, the problem with which being nobody knows exactly what that is.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 02:55
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quote:
Definitions are assumptions. You're assuming that x means y, where x and y are a particular definition of something.


Yes, but the term definition is clearer and more precise, because you aren't making any sort of outside connection between x and y, you're simply saying "when I refer to x, I mean this thing y".

Drogue is offline Drogue
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  Old Post 21-09-2004 03:03 Visit Drogue's homepage!
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Yes. That is what i mean by a contruct, a system whereby those definitions are there. If you wish your construct to be grounded in reality, as the maths construct is, relating such things to shapes, geometry and the like, then you need other assumptions, such as the ones I stated.

monolith94 is offline monolith94
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  Old Post 21-09-2004 03:05 Visit monolith94's homepage!
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Honestly, college level mathematics is a pure waste of my time. Cause I'm not going into engineering, or architecture, or comp sci, or anything technical related. As an English major, math is utterly superfluous.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:07
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English majors are superfluous

Everyone should at least know basic calculus.

Drogue is offline Drogue
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  Old Post 21-09-2004 03:13 Visit Drogue's homepage!
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quote:
Originally posted by monolith94
Honestly, college level mathematics is a pure waste of my time. Cause I'm not going into engineering, or architecture, or comp sci, or anything technical related. As an English major, math is utterly superfluous.

Yes, and as a math major, the study of literature would be utterly superfluous. Your point? Maths, in the sense of all people, has a point. It may not have a point for you in particular to study it, but there is a point for people to study it.

Ben Kenobi is offline Ben Kenobi
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Oct 2002
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  Old Post 21-09-2004 03:16
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quote:

I've never seen any that is.


And you've seen all of it?

Ben Kenobi is offline Ben Kenobi
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  Old Post 21-09-2004 03:18
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quote:

Basically refuting your statement that writing algorithm is "Number crunching dressed up.


I consider calculus to be number crunching, even though most of the work is trying to define the terms.

Which is, by far, the most time consuming part of writing algorithms.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:18
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Show me philosophy that is rigorous like math. Otherwise, concede the point.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:19
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quote:
Originally posted by Ben Kenobi
I consider calculus to be number crunching, even though most of the work is trying to define the terms.

Which is, by far, the most time consuming part of writing algorithms.


I can tell you've written tons of algorithms during your extensive programming experience

Ben Kenobi is offline Ben Kenobi
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  Old Post 21-09-2004 03:24
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quote:

I can tell you've written tons of algorithms during your extensive programming experience


Some.

I always found that part the most difficult and time consuming.

Ben Kenobi is offline Ben Kenobi
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  Old Post 21-09-2004 03:25
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quote:

Show me philosophy that is rigorous like math. Otherwise, concede the point.


Hey, you seemed so sure that philosophy is not rigorous like math.

So show me why you think this.

Drogue is offline Drogue
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  Old Post 21-09-2004 03:32 Visit Drogue's homepage!
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That's the point BK. It is impossible to prove that there is no philosophy that isn't rigourous, since it's impossible to know all philosophies. As shown, Kuci doesn't know all philosophies, however as he said, he has never seen one that is rigourous. Neither have I. I'd love it if there was one, but without any evidence that there is, we cannot conclude that there is.

Ben Kenobi is offline Ben Kenobi
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  Old Post 21-09-2004 03:34
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Then define for me what satifies your conditions of rigorous.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:39
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Exactly provable.

For instance, (given a normal understanding of what I mean by various arithmetic operations and mathematical symbols), saying that 2*x=4 implies x=2 is rigorous.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:40
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quote:
Originally posted by Ben Kenobi
Some.

I always found that part the most difficult and time consuming.


This experience consisting of your basic-level "intro to CS"-type course?

Drogue is offline Drogue
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  Old Post 21-09-2004 03:43 Visit Drogue's homepage!
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quote:
Originally posted by Ben Kenobi
Then define for me what satifies your conditions of rigorous.

Proof by induction, elimination, etc. Recognised methods of proof.

Drogue is offline Drogue
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quote:
Originally posted by Kuciwalker
This experience consisting of your basic-level "intro to CS"-type course?

Considering in the UK, that would include 2nd year college level maths, that's not bad.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 03:56
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He's in Canada.

Drogue is offline Drogue
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  Old Post 21-09-2004 03:58 Visit Drogue's homepage!
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Yes, but I don't consider that an intellectual backwater. I doubt it's much, if any, behind our education. Having said that, our introduction to CS a whole half a years worth of courses, and many places I've seen. It's for CS students only.

Kuciwalker is offline Kuciwalker
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  Old Post 21-09-2004 04:09
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Ah, well, my experience with AP CS (which is equivalent to an Intro to CS course) was

I spent most of the time messing around on my own.

Asher is offline Asher
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  Old Post 21-09-2004 04:17 Visit Asher's homepage!
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quote:
Originally posted by Ben Kenobi
What discussion is there? You have your assignments, and when you get them returned, then you go back to the lectures.

I haven't had a course like that since first year.

quote:
And the number of research papers I did in science? None. They don't do papers. They have assignments instead.

What "science" and how far? I've written many papers in computer science, in fact...research papers are one of the most critical parts of a scientific education.

If all your school has you doing is assignments, you went to an incredibly crap school.

quote:
My friend is a patent lawyer, so I guess patents are just a bunch of lies that should be abolished in favour of everything being public domain.

Have you looked at patents? Damn straight a huge chunk of them are lies -- especially those that require patent lawyers to defend.

quote:
If you know so much about me, then what degree do I have, Asher?

I don't proclaim to know everything about you, but I do remember you mentioning that in your thread about your construction job (that your degree didn't get you a job or a good job).

quote:
Right, and I suppose you would pay someone to write full time if he were better?

Don't make me laugh.


I work closely with a team at work, all they do is write. The thing is, they know what they're doing -- they're computer science graduates.

There's one or two English majors on the team, and they've been relegated to grammar checking, since they have a very hard time getting things correct...

Drogue is offline Drogue
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quote:
Originally posted by Kuciwalker
Ah, well, my experience with AP CS (which is equivalent to an Intro to CS course) was

I spent most of the time messing around on my own.

Surely, since at a top college everyone would have AP in their major, the intro to CS would be goign on from there? Moreover, wouldn't there be a harder AP course in your last year, before college? You'll be amaxed how much you learn in a short time at college. I know they take 4 weeks to teach a 2 year A level course for people who haven't done that subject here. It's scary how quickly you learn when pushed by the best tutors in the world. I'd imagine the Ivy League is the same?

 
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