heusdens
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Originally posted by wuliheron
Utter trash once again. You have repeatedly demanded I disprove heusdens' assertion that infinity is a number. If you could care less, why are you so persistent in your demands? If all you care about is discussing the usefulness of infinity, why all the personal insults? If heusdens is so sure of his assertion or so humble, why hasn't he addressed my challange for him to prove his assertion and, in fact, blatently ignored my challange?
Likewise, why should I allow you to insult me and just move on with more such utter garbage? I don't demand that people prove everything they believe, but when they start claiming scientific validity, objectivity, and evidence for such BS I will challange them. Outrageous claims demand outrageous evidence, and outrageous insults demand explanation.
I am not certain of the topic of wether or not infinity is a number or not, is important, I hold it is a matter of definition.
If we define 'number' to be a distinguisable number on the number line (which reach out in both directions to infinity) it can be stated that there is no such number ( a distinct point on the number line) that corresponds to infinity.
The proof of this is that infinity refers to the fact that such a number would be larger (farther away from an arbitrary point on the number line, which we call 0) then any other number (point on the number line). All points on the number line however share the same property that to the left and to the right, there are infinitely many points.
But that is just the contradiction we come across, that is part of the concept of infinity.
I think however that for linguistic reasons, it is perfectly ok to call infinity a number, although from the way infinity is defined, it has special characteristics that distinguish it from any other number (point on the number line).