@wayne,
wayne;141613 wrote:I find it interesting that in speaking english, we often seem to be speaking many languges. Some persons are multi-lingual and are able to understand and speak in many different forms. Are these dialects? Entire languages?
The regional dialects aside, we often have difficulty understanding one another.
I really don't know anything about latin, but my impression is of a language more direct, less equivocal.
One of the more fascinating things I've come to find out about the English language in particular is just how great the Germanic influence is. The days for example are firmly rooted in northern german/norse languages? and they in turn are rooted in roman language and so on. Definitely agree with you, it seems as though when we speak one language, we are actually speaking many.
I can say that when I learned Italian, then and only then did I really understand English. You speak the language for so many years but you really don't get the intricacies until you start from scratch with another language. Like English (and most other languages), you have nouns, pronouns, adjectives, verbs, adverbs, prepositions, conjunctions, interjections, and stuff like that. I think these form binding components of the formulas we can all use to find the similarities between us. I dont know how direct the equivocation is between Chinese, Japanese, and more abstract languages of those sorts because I really don't know much about them, but I would be curious though if they hold roughly the same rules and structure which they probably do.
But I think if anything the one universal language we all share is mathematics. You could take two removed cultures on earth ant any given time and single out almost exactly the same notions of quantity and so on. Even within the realm of philosophy, mathematics seemed to be that one thing which was immune to most issues. Descartes for example excluded mathematics (geometrical certainties) from his universal doubt. Same for Leibniz, Spinoza, etc. In fact, it is on this note that I would bring up David Hofstadter and
Godel Escher Bach. One of the key points he raised in that book is that there is an isomorphic comparison to be made between base mathematical elements and abstract composite theorems and the molecular elements like molecules, atoms, and proteins and complex composites such as the "I." Superficially different in many ways, but isomorphically equivalent. Much is the same with different languages and the elements which we use to convey it.
---------- Post added 03-20-2010 at 02:39 PM ----------
I just saw your post #3 and thought it would be neat to mention that when I was going through junior high (in northern California outside of San Francisco), I actually went to a school that offered a period of ebonics in place of Spanish. It did not last very long of course, but its neat to say I was there. LOL!