Wednesday, November 29, 2006

Adding 1+1 more Than you THINK !!



Don explains 1+1 ... but it takes on a whole new level of thought ... or direction as the case may be.


8 comments:

Anonymous said...

Never thought of it that way.

Anonymous said...

He is a Genius and he could have Uber man qualities someday.

Turkish Lamps said...

shape and numbers don't exactly go hand in hand. It isn't like a triangle can rationally have dangley little numbers at the intersection of each line like earings or something. shapes or lines that form shapes have distances. Now to go back over a line in a triangle twice (like getting lost in the woods) doesn't make a triangle have four, five, or six sides - It still has three. If he had gone to school, he WOULD BE a genius. sportnecko@yahoo.com

Turkish Lamps said...

If you were on a scavenger hunt and the things hidden were in three spots (a triangle) and you went to point "a", "b", and then "c" - you would have gone the distance a+b+c

Now if you went that distance a+b+c and the someone told you that a new object was placed a "b" that would be a positive distance. That would be a+b+c+b if the object was there. distance has a real perceived value to us as humans if it helps us gain something. If we went to a+b+c+b, and the fourth object of our scavenger hunt wasn't there, then it would be a waste of time. We wouldn't have found anything new. It takes a time to travel a distance, and distance traveled for nothing is a waste. True he still traveled the distance A+B+C+B, but the value for him is not the same if the fourth object is not there. That is when you hit the "blank". I think Albert would value my idea, though he might disagree

Anonymous said...

I'm not sure, I think I jumped into this convo too late... lol but it's a great poit!

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Unknown said...

If you wanted to explore this in preexisting forms of mathematics, you could use Graph Theory and net a surface or space with a directed graph, assigning values to either edges or vertices. By making the graph a directed one, you should be able to reproduce the effects you are talking about.

Anonymous said...

Linear Algebra deals with numbers in planes, volumes and higher dimensions all the time.

Anonymous said...

The guy's an idiot. No wonder he's homeless.... If I take my one dollar, and add it to itself enough times, I'm a millionaire. Somehow though, I still only have a dollar.
What a waste of time and energy....

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