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| Thinking | Logic, a definition To define is to understand... My look on logic and how we use it. The humand mind use a system with gives "value" to information. When we talk about this value, it is allways in relation to what we are talking about. When talking logic one can use this "value" to grade statements. "High" value statements is called "logical" statements. "Low" value statements is called "illogical" statements. "Max" value statements is called "true" statements. "Minimum" value statements is called "false" statements. High or low value is somthing that varies from person to person. As such it can be difficult (if not impossible) to come to agreement with another person as to what is logical. "Arguing" logic is only reasonable using max (or minimum) value statements. You can use high value statement to work out other "logical" statements, but you can not say that logic tell...that this information is true. To do that we have to agree to a reference frame for which to dicuss the statement. This "frame of reference" must be a max (or minimum) value statement. This is the basic definition as i see it. Anyone who want to discuss this? Last edited by niin; 05-13-2006 at 09:38 AM. | |
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| | #2 (permalink) | |
| Creating | Re: Logic, a definition I would suggest an alternate definition: A process by which a group of statements are used to gauge the truth value of a compound statement. I get the feeling that I know nothing in this feild by the looks on your faces. ---------------- ronthepon, capitals avoided. ![]() And don't ask me why. | |
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| | #3 (permalink) | ||
| Thinking | Re: Logic, a definition Quote:
My post is supposed to be a definition of the concept of logic. ![]() I am not saying your definition is wrong...only that you are defining something ells. | ||
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| | #4 (permalink) | |
| Creating | Re: Logic, a definition So what you are interested in is a definition for the logic we refer to when we gauge IQ? Well, that's better, because I hate mathematical logic. I'll be checking this thread out frequently then... ---------------- ronthepon, capitals avoided. ![]() And don't ask me why. | |
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| | #5 (permalink) | ||
| Thinking | Re: Logic, a definition Quote:
Logic do not seem nessesary for taking one. The definition of the concept of logic is surpossed to include mathematical logic. Last edited by niin; 05-13-2006 at 10:07 AM. | ||
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| Politically Incorrect | Re: Logic, a definition Quote:
People talk about being logical all the time. And we know that many people act "illogically". I think you made a good point on values. But you need to define those values a little more clearly. What if I said something like "Trees are Big" ? Mathematic logic is simpler. If A + B = C, then C = B + A. as for Logical arguement, it needs a structure. premise & conclusion and the two types of logical arguement deductive Inductive For logic to be valid, all the premises are true, and hence its conclusion is true. Trees are Big. Yes, trees are big. But , not all trees are big. = Not good logic. Lower "value" in your definition... I have a little more, but I'll see what everyone thinks about this so far. Does it sound Logical?? Racoon | ||
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| Hypographer ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() ![]() | Re: Logic, a definition Quote:
Quote:
Now, why would a consensus be interesting? Science is about finding the theories that best explain what we observe, and then test them. This requires logic, but it also requires certain leaps of faith (we must assume that such and such is true). But the very fundamental concept of the scientific method disallows us from ever proving anything *final*, thus we can never really know any "truth", regardless of how well we define the limits of anything (and how do we quantify these limits in the first place?). ---------------- Your Friendly Neighborhood AdministratorWant to sponsor Hypography? Buy a print in our Fall 2008 Benefit Sale Join our Facebook group or follow us on Twitter Science is not only compatible with spirituality; it is a profound source of spirituality. - Carl Sagan | |||
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| A different person | Quote:
I tried the wikipedia for a definition of logic (encyclopedias are often a good source of definitions!) Here's its intro Quote:
---------------- While engaged in the persuit of the truth be ready for the unexpected. Change alone is unchanging. Last edited by hallenrm; 05-13-2006 at 08:08 PM. | |||
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| Thinking | Re: Logic, a definition Quote:
"Trees are Big" would be a logical stamenet to you, if you had only ever seen big trees. If I had seen "small" trees then i would say...that it is a false statement. I could never convince you bye arguing, unless you agree to a premise(s) that can be used to logical show it to be false. Like this: premise 1: "A tree can be big" premise 2: "A tree can be smal" we could then compare the statments and conclude that the statment "Trees are Big" is false Quote:
You argree to a "max (or minimum) value statement" (premise) and you use comparativ logic to get "logical statement" (conclusion) Quote:
If I agree that your statement is a definition. then i get the understanding that is your statement. The knowledge. The closer a definition is to being true the better the understanding is. Quote:
"consensus" is the same as "agreement" Quote:
Last edited by niin; 05-14-2006 at 02:25 AM. | ||||||
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| | #10 (permalink) | |
| Politically Incorrect | Re: Logic, a definition You mis-quoted me Niin, at the bottom of your last statement. I understand English is not your first language, so lets be considerate When I say "Trees are Big" does that imply I mean all trees? Don't I know that trees start out small but grow big? therefore Trees aren't always big, but I perceive trees to be big. In a deductive logic argument, the Truth or Falsehood of its conclusion does not determine the validity or invalidity of an argument, Nor does the validity of an argument gaurantee the truth of its conclusion. Ok, I confused myself You make categorical propositions - which offer assertions about classes - affirming or denying that one class is included in the other. you then need to consider: Posteriori - * an arguement from effect to cause * Knowledge based on experience Priori - * Argument from cause to effect * Knowledge independant of experience there is also the universal - what is common to many different items (eg. redness is common to all things red (Trees need CO2) The particular - Single, or individual, as distinct from class or universal. "sometimes" (sometimes Trees are Big) Does any of this make sense to you Niin? because I am confused! ![]() | |
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