Althouse: "I know that 2 and 2 make 4 - and should be glad to prove it too if I could..."

३ जानेवारी, २०१५

"I know that 2 and 2 make 4 - and should be glad to prove it too if I could..."

"... though I must say if by any sort of process I could convert 2 and 2 into 5 it would give me much greater pleasure."

Said Lord Byron.

२५ टिप्पण्या:

chickelit म्हणाले...: I have been asked sometimes how one can be sure that elsewhere in the universe there may not be further elements, other than those in the periodic system. I have tried to answer by saying that it is like asking how one knows that elsewhere in the universe there may not be another whole number between 4 and 5. Unfortunately, some persons think that is a good question, too.

~George Wald; ३/१/१५, ६:३३ PM
Bob Boyd म्हणाले...: "if by any sort of process I could convert 2 and 2 into 5 it would give me much greater pleasure."

I guess it didn't occur to him to dominate, centralize and control his own narrative.; ३/१/१५, ६:४३ PM
IgnatzEsq म्हणाले...: I just assumed that 2 + 2 does equal 5. If 2 is sufficiently large that is.

See also this: http://www.straightdope.com/columns/read/1382/does-2-2-5-for-very-large-values-of-2; ३/१/१५, ६:४९ PM
Achilles म्हणाले...: People writing the federal budget have already figured out how to make 2+2=5. This guy is way behind the curve.; ३/१/१५, ७:०२ PM
D. म्हणाले...: >though I must say if by any sort of process I could convert 2 and 2 into 5 it would give me much greater pleasure."<

be proggtarded like krugman et al. 'works' for them.; ३/१/१५, ७:०८ PM
Michael K म्हणाले...: Ada could have explained it to him.; ३/१/१५, ७:१३ PM
Erich म्हणाले...: Someone took him up from across the table and said, “Do you mean, Hardy, if I said that two and two make five that you could prove any other proposition you like?” Hardy said, “Yes, I think so.” “Well, then, prove that McTaggart is the Pope.” “Well,” said Hardy, “if two and two make five, then five is equal to four. If you subtract three, you will find that two is equal to one. McTaggart and the Pope are two; therefore, McTaggart and the Pope are one.” I gather it came rather quickly. -- R A Fisher on G H Hardy; ३/१/१५, ७:१९ PM
MisterBuddwing म्हणाले...: Lord Byron, meet Mr. George Orwell. Mr. Orwell, Lord Byron.

(Or should that be Mr. Eric Blair?); ३/१/१५, ७:४५ PM
Steve म्हणाले...: I suspect that Byron was, in his own exuberant way, rejecting the rationalist way of thinking, by stating he would be glad to be free if the shackles that Rationalists place on how one may think. Rationalists fueled the French Revolution and were certainly no friend of the poets! A good perspective on that political clash is in the movie, "The Adventures of Baron Munchausen," by the Monty Python group.; ३/१/१५, ८:३२ PM
Wince म्हणाले...: Sounds more like Ed Grimley, "I must say".

https://www.youtube.com/watch?v=vAE4AOP6xKs; ३/१/१५, ९:१४ PM
Fernandinande म्हणाले...: matthew said...
If 2 is sufficiently large that is.

lim(2+2) = 5
2->∞

or

lim(2+2) = 5
2->2.5; ३/१/१५, ९:४५ PM
Gahrie म्हणाले...: Wait...have we finally discovered the wellspring of Obama's belief system?; ३/१/१५, १०:२२ PM
Ambrose म्हणाले...: Why stop at 5?; ३/१/१५, १०:२६ PM
Tyrone Slothrop म्हणाले...: 2 + 2 have to want to be 5.; ४/१/१५, १२:५३ AM
Kyzer SoSay म्हणाले...: Y'all might wanna check this story out. It's one I found one day a few years back, bored at work.

http://www.strangehorizons.com/2000/20001120/secret_number.shtml; ४/१/१५, २:२१ AM
Jaq म्हणाले...: If social justice demands that 2+2=5, then it whatever you haters say.; ४/१/१५, ६:३५ AM
jr565 म्हणाले...: this is a perfect encapsulation of gay marriage arguments.; ४/१/१५, ७:१३ AM
Laslo Spatula म्हणाले...: This is why you do not trust poets with money. Not uncoincidentally, it is also why the cash registers at Starbucks do the math.

I am Laslo.; ४/१/१५, ७:१५ AM
ilvuszq म्हणाले...: 2 + 2 = 5 for large values of 2.; ४/१/१५, ७:३१ AM
Bob R म्हणाले...: It's actually pretty easy to lay out the basic axioms of number theory that are the foundations for basic arithmetic. Unfortunately, there is as yet no analog of non-euclidean geometry where you tweak one axiom and get an entirely new structure that is interesting and useful. And you can prove that certain types of structures are impossible.

So, sad as it may be, since there is a smallest natural number and that generates all the natural numbers, and since addition is associative, 2 and 2 makes 4.; ४/१/१५, ८:१४ AM
Krumhorn म्हणाले...: Is it disparate impact when 2+2=4? Is that conclusive and actionable evidence that the 5s have been excluded?

- Krumhorn; ४/१/१५, ९:२० AM
jimbino म्हणाले...: x**+2x-8=x**2+3x-10
(x+4)(x-2)=(x+5)(x-2)
x+4=x+5
2+2=5; ४/१/१५, ९:२८ AM
Big Mike म्हणाले...: Interestingly enough Byron's daughter Ada Lovelace was an excellent mathematician and gets credit for being the world's first programmer (of Charles Babbage's machine).

Ada Lovelace argued that calculation was basically an exercise in symbolic manipulation. From her writings you can deduce that she would agree that 2 + 2 = 5, provided only that you agree that the first digits of our number system are 1, 2, 3, 5 ...; ४/१/१५, ११:४८ AM
Howard म्हणाले...: Buckminster Fuller proved that 1 + 1 = 4, which forms the basis of synergy.
Tetrahedron Synergetics; ४/१/१५, १:२४ PM
Bob K म्हणाले...: Tell Lord Byron he is wrong. 2 and 2 does not make 4.

And is a logical operator, not a math operator. Therefore, 2 and 2 make 2. As a matter of fact, 2 and 3 also make 2, while 1 and 3 make 1.

If you have a calculator capable of logical operations, try it.; ४/१/१५, ५:१४ PM