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In part one of this article we discussed numbers in nature and their possible philosophical significance. In this part we consider some other unusual aspects of numbers.


Zero and Infinity


Unlike other real numbers zero and infinity do not have any quantitative attribute. Strictly speaking they are not numbers although mathematicians do consider zero as a finite number. The statement that I have five dollars makes perfect sense but ?I have zero dollars? does not. If asked to I can show the five dollars but cannot show the zero. So zero is just a concept like infinity. The concept of a thing is not the thing itself but only an attempt to describe what it is.


Zero and infinity figure prominently in philosophy Eric Rowe Jersey , especially in Eastern philosophies. They are considered two sides of the same coin, as are all pairs of opposites. They are interlinked like the two ends of an infinite spiral and also contained in each other. We cannot go into the details of these philosophical arguments here and simply mention that the Ultimate Reality is described as 'smaller than the smallest and larger than the largest? (Vedanta) and ?nothing is everything? (Tao).


Irrational and Transcendental Numbers


Numbers that cannot be expressed as a ratio of two integers are called irrational. I suppose they are called irrational because of the belief that the only rational way of expressing a number is in terms of holesale Air Max China[/url]