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Originally Posted by neutralino are you talking about the number of points on the surface |
Yes. In a previous thread, I stated that the cardinality of an arbitrary circle is greater than the cardinality of an infinitely extended straight line even though both contain infinite number of points. It can be demonstrated by functional 1 to 1 correspondence transformation. if this is true for curves then it is also true for surfaces as they are mapping from R to R*R.