Using standard mathematical notation (not logic notation per se), is there a way to depict the negative or the absense of the calculus notion of a real epsilons for all possible deltas?
That is: calculus presumes that any and all functions will identify and recognize all partition sizes (aka numbers) no matter how (infinitessimally) small. Is there a way to proportionally or otherwise denote the state which, during approach the sensitivity of the function -remains present-, but at which and thereafter, sensitivity is precluded .. even though the notation still enunciates that a relationship is still present, and, that for the appropriate values, sensitivity (aka, 'recognition') is present/accessible. ? I identify this as being a crucial and essential operator that may be currently absent from the mathematical arsenal of concept/relations/notations at present. Jamie Rose Ceptual Institute January 6, 2003
