So enlighten us. You have not once stated which system you count in.theklng said:that's the thing: you're counting in a more defined system than i am. i'm not counting in base 10 real numbers. what you said about the possible numbers is actually what i mean by this.Specter_ said:Well, the distance between 1 and 2 is 1 (finite), but the possible numbers is infinite. And as long as you don't use infinite as one of the numbers, the distance is always finite.
the point i'm also trying to make here (apart from the claim that i've made) is that you people don't see things from an abstract enough perspective. you still say think a distance is 'where-from, where-to', when in fact a distance does not need end points, or interfere with points at all. i am speaking strictly numeric, yet you try and superimpose it on graphical functions such as a distance function. if anything, this proves that you do not have an understanding of the level of abstraction i am speaking of, and that by defining you're going down in levels of abstractions in favor of comparing objects to something you already know. this leads me to the assumption that you do not grasp the concept of infinity.
Or maybe you just pull all the "I think more complex than you and you have no idea what infinity is" out of your arse to show us wrong since you have no other way to "prove your "statement" is right"
Quoted for truth.Maze1125 said:An unbounded statement is a general statement, and it is certainly not true that distances are infinity in general, or even in general on the real numbers.