The fact is, I know what I know, outside your "formal" parameters of trying to extinguish it.
QUOTE]
. So, why would you have a wet bar of soap change "its state" just to appease you? I have no intention of changing the way I look at things.
Just like you can define the set "human anatomy" into each individual subset and/or variable of what human anatomy entails.
Psst, here, you might want to pick up a Human Anatomy textbook, open it to the front page, and see what it says about what the definition of Human Anatomy is. Pretty much all science text books start out by explaining the nature of their topic.
And what do you mean by "rational," if it's merely a matter of getting me to agree with you?
Hey, look, “rational” is in the dictionary.
Indeed, how can the Universe be broken up into any other "Universal" subets if what you're saying is true? Does that mean it is not part of a set? If so, then what are you doing trying to break it up into all these other sets and subsets? How is the entirety of the Universe any less complete than a horse? What is a horse, in relation to the entirety of the Universe?
And did you read this? ...
Also, if you care to have people "listen" to you, might I suggest that you stop shouting?
Your cutting remark might be more effective if you stood by it strongly enough to take down those quotation marks.
And what if in the case with Johnny Pixel's
example above (which, is a very good example by the way), you were to substitute "constituent parts of the whole," for the set "mammals," and substitute "constituent parts A" and "constituent parts B," etc., etc., for the various subsets of mammals? How exactly would this vary from what you're saying? Would not the "constituent parts" be a subset of "constituent parts of the whole?" ... i.e., the various "types" of mammals with respect to the "grouping" of mammals in general? I in fact see no difference.
A particularly rich example.
So what exactly do "we" use set theory for, if not to break something down with respect to its constituent parts?
So, what are the subsets then, of "cans-of-soup?"
Considering the fact that I haven't "formally" worked with set theory, I would have to give myself at least a B or a B+ here.
Of which the empty-soup-cans and the canless-soup are the subset of the cans-of-soup, correct? Have I said anything other than this, except that I was referring to the subsets of a "single" can of soup?
Who the hell said anything about "cans" of soup?
So, then, at what point does one "begin" to know? Or, are you suggesting this is not possible?
Really, and I don't see how this differs from anything that I've said. In fact that's exactly what I've said ...That the can of soup is the set, and the "can" and the "soup" are subsets of that.
Iacchus, I have only gone back through two pages of your posts. Please say something, or ask a question without resorting to placing it within quotation marks. If I had insisted on making words mean whatever I wanted them to mean when I was in elementary school, I would never have learned to speak English. Try conversing with people in good faith, using a common language. That’s what language is for.