Monday, September 29, 2008

Can mathematics be characterized as a universal language?

First look at the cartoon on this link:

http://www.cs.utah.edu/~draperg/cartoons/jungle.html

This author/artist views math as being a usable universal language. I however, strongly disagree that I could communicate using math ONLY with a person who spoke a different language. The mathematical symbols may be universal and the concepts may be universal, but unless one understands the concepts in his or her own respective language FIRST, there is no purpose in attempting to communicate. For example, I could write the problem 2 x 3 = ___ , take it to one of the German exchange students, and she would (hopefully) write the number 6. She knows to write the number six because she has been taught IN GERMAN that the little "x"means multiply just like I have been taugh IN ENGLISH what the "x"represents. Without our own languages, we would have no idea what to write in the little blank after those two parallel lines becuase we would have no grasp of the concept of multiplication. (ex quote: "There are 10 kinds of people in the world, those who understand binary math, and those who don't" -anonymous)
Also, without other languages, the answer 6 is completely devoid of meaning. The 2 and 3 and 6 are all supposed to represent something else, but there is no common language to illustrate what they are representing. If there are three people and each person has two oranges, obviously there are 6 oranges involved...but I don't know how to say orange in German, I can only write arbitrary numbers down on a sheet of paper. Yikes! the bell just rang, more writing later!!

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