Professor Yaffle
Butterbeans and Breadcrumbs
Written in white as I don't know how to do the clever spoiler thingy...
When we all know 9! = 362800
When we all know 9! = 362800
[An aside - how many of the following list of characteristics would you say bubblefish here exhibits?
- has a grandiose sense of self-importance
- is preoccupied with fantasies of unlimited success, power, brilliance, beauty, or ideal love
- believes that he or she is "special" and unique and can only be understood by other special people
- requires excessive admiration
- strong sense of entitlement
- takes advantage of others to achieve his or her own ends
- lacks empathy
- is often envious or believes others are envious of him or her
- arrogant affect ]
And don't forget about the beans!Of course, it has to be remembered that Pythagoras was basically a raving nutcase. The rules of his cult included not touching white cocks or using mirrors next to lights.
It is entirely possible he would order someone killed for whatever crossed his mind at the time, but there is no actual eveidence that he ever did.
Some good advice for someone there.The Pythagoreans observed a rule of silence called echemythia, the breaking of which was punishable by death. This was because the Pythagoreans believed that a man's words were usually careless and misrepresented him and that when someone was "in doubt as to what he should say, he should always remain silent".
An experiment ascribed to Hippasus, who was active in the first half of the fifth century, after Pythagoras' death...
Written in white as I don't know how to do the clever spoiler thingy...
"Light as a wave" and "light as a particle" are models that we apply to light, each of which is appropriate to use in particular circumstances but neither of which completely describes what light actually is. As Zaay says, it is what it is.
Bivalent logic has botha logical and intuitive relationship. Bivalent logic, aristolian logic/philosophy, dualism, binary, all share something in common.
So do Laurel and Hardy, Abbot and Costello, and Ren and Stimpy, that doesnt make Ren and Stimpy logic either useful, accurate, or intuitive either.
I still find it hard to believe that so many of you are still struggling with this third value.
Three truth values have both an intuitive and logical relationship.
In fact, you ought to look much more closely at K-maps, since they are more or less a direct refutation of everything you've said in this thread. First, they show that mathematicians, logicians, and engineers are familiar with three-value logic and have been for decades (Karnaugh invented the maps that bear his name in 1953, more than fifty years ago). Second, they also show that mathematicians are comfortable with logics that where alternatives to the true/false dichotomy exist (the third value in the Karnaugh framework represents "don't know" or "don't care.") But this very third value shows a correct way of modelling uncertainty or underspecification in a set of trivalent logics.
I brought this up, oooooh, ages ago back on bs, and I've seen nothing to change my view, namely high probability of NPD.
In fact I've read plenty more to reinforce my view. As for Bubba saying he could score a perfect 10, well, reinforces my view about his ability with numbers, that whole post is almost an NPD manifesto.
Ok, nice precis of the message that has continually been directed your way by many contibutors to this thread.And please, remember that magical thinking isnt critical thinking, saying something over and over doesnt make it true.
Okay, now, please go back to adoring and worshipping me.
Sure, simple math is the foundation of more complex math, no disagreement there either.
Okay, as long as you're not ignoring everything less than 0.
Specifically, counting and ordering are done using only the natural numbers. Those numbers only include 0, and all positive whole real numbers after it.
So if you say "continual lineation" to mean the infinite number of values between each whole number, it's not part of counting and ordering at all. If you simply mean that the number line never ends, then I agree with you.
Could you please provide a slightly more rigorous definition of "distinction" in this context?
If you're only working with natural numbers, then you could make the argument that it's somehow special, but that isn't really based in any kind of mathematics.
Again, I'm not sure what you mean by "they signify the whole of all relationships conceptually". Are you talking about mathematical relationships, or something else?
If you're talking about mathematical relationships, you'll need a lot more than three digits. Even using a base three counting system, there are concepts that cannot be expressed simply using digits. I'm going to need a clearer idea of what you mean by this to answer in depth.
Got it. Again, clarify what you mean by "base of all conceptions". Are you talking about it being the base of all mathematical concepts, or something else?
What is the "singular unit" you're talking about here.
Why would you need to include numbers as symbols? Am I misunderstanding your intent here?
How do you express decimals using 1? If you're going to stretch this to include usages of the digit one in decimal places, then you're not really using "1" at all.
Infinity is not really used to express results, it is used as something that can be approached but never reached. You can't however, assign "infinity" as the value of a variable and have it be meaningful.
If that's incorrect, then you'll need to be clearer when you state things.
This argument only holds with natural numbers.
You could probably make some argument that all natural numbers are made up of units of 1 and all decimals are made up of fractions of 1, but to go from there to arguing that 1 is the conceptual base for all higher numbers might be a bit of a stretch.
I think a more accurate way of describing the conceptual basis for numbers would be to address the issue of places on either side of the decimal.
You mean "review and summary", correct?
I suppose you could argue that checking equations is a form of review and summary in mathematics. If you mean something more by this, you'll need to further define it.
Depends on the system you're using. There are systems of true/false that use 0 as false, but it really depends on what you want to do with it. If you want to be able to perform logical calculations, the precise values are important.
Define "distinction" in this context, please.
No number is the "center" of the number line, if you mean the infinite number line. 0 looks nice because it's between the positive and negative numbers, but it's not technically the center, because there are infinite values. Any given value has infinite numbers before and after it, and hence cannot be the center.
It may or may not be the center of a given finite number line. If I use 1, 2, 3, 4, 5 as my number line, then 3 is the center.
Sure, the natural number line continues to infinity, if that's the number line you mean.
Again, not sure what you're getting at. There are an infinite occurrence of each digit, but that doesn't really mean anything.
Clarify what this means.
Oh, you mean sets of 4 values.
Yes, there are an infinite possible number of sets of 4 values on any given infinite number line, but that in itself doesn't really do or mean anything. Was there a larger issue there or was that just a statement of fact?
If you're just saying that there are an infinite possible number of n element sets on an infinite number line and nothing more then, sure, you're correct.
No, I agree that three-value systems have a place in mathematics. I don't think Taoism does, but base three and ternary logic have an established place in the world of mathematics.
Base three isn't a very useful system for most people, just like binary isn't, or base 8. All it does is provide another way to express the same values as base 10, but it does it in a way that people aren't comfortable with.
Boolean logic has a distinct place in the world, but it doesn't work for everything. The ternary logic system appears to attempt to address the issue of uncertainty in a singular logic problem, which Boolean logic ignores, while still allowing set operations using the Boolean logic operations (AND, NOT, OR).
That's why the values are important in ternary logic, it makes working with set operations easier and more logical.
In many ways, it appears to be an extension of Boolean logic.
No one knows me, I dont know any of you. We are all mystery to each other, all we have is text.
Ok, nice precis of the message that has continually been directed your way by many contibutors to this thread.
All you need to do now is implement it.
Not Wee eck or flim-flam or Flammable Flower.
This is where you are wrong, Bubbly. All you have is text. You aren't anything like as smart as you think. There are lots of ways of knowing about you!
Not offering to pay for material for 'the project' over here then?If you dont mind, i will use that and give you full credit!
As Jonny stated perfectly earlier, the intersection between {James Randi} and {Deception/Delusion} is {Mystery}.
The intersection of {James Randi} and {mystery} is {Deception}.
HUMPF! When it is thrown my way, it is an example of many of you using magical thinking. I have consistantly been able to show the reasoning in my arguments and either back my assertions or retract them when I make an error.
ALL of you HAVE failed to do that, so you keep your 'magical thinking' going in your minds about who I am to refute the arguments and ideas I am addressing.
Go ahead, post 20 more times that I have a NPD.........and watch how many of you will believe that because they see it written so many times!