MAIN WRITING PART 1
Does zero multiplied by zero result in zero? DOES ABSENCE OF ABSENCE RESULT IN ABSENCE? Of course NOT!! I have the conviction that zero multiplied by zero results in every number EXCEPT zero. Absence of absence implies what, in spanish, I call HABER (existence, for real things, and its equivalent -or counterpart- for imaginary things. Something like SOME?), which is what constitutes units and fractions. ZERO MULTIPLIED BY ZERO IS A DOUBLE NEGATION. Zero multiplied by zero results in every number EXCEPT zero and, therefore, is equal to the set of all numbers EXCEPT zero.
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Read Main Writing Part 3-A
I wrote "(existence, for real things, and its equivalent -or counterpart- for imaginary things...)". I should have written "(existence, for real things, and its equivalent -or counterpart- for imaginary and, in general, imaginated things...)".
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ReplyDeleteVERY IMPORTANT: In this writing, I've considered three categories of equalities; particular equalities (the most commonly considered in a person's life), general equalities (as in a:b = a/b) and equalities of as-a-whole expressions (like the formula to solve second degree equations, which is X = [-b +and- square root of (b raised to 2, -4ac)]/2a, 0x0 = set of all numbers except zero, 0:0 = set of all numbers except zero, etc).
ReplyDeleteIf X is a particular number, the equation X = 0:0 is a particular equality. In this equation, X is equal to one of the infinite numbers different from one another (and whose set is equal to the set of all numbers except zero) to which the sets of times zero which 0:0 is corresponds. In this case, if you don't have any additional information about the number X then X = indeterminate. We can say something similar with the equations X = 0x0 and X = Empty Set multiplied by Empty Set. If X is a particular number, in X = 0x0, X is equal to one of the infinite numbers different from zero (whose set is that of all numbers except zero) in which 0x0 results. If there's no additional information, X = indeterminate. If Empty Set multiplied by Empty Set results in every number (including zero) and Empty Set (as I think it does. See Part 3-C) and X is a particular number, if there's no additional information, in the equation X = Empty Set multiplied by Empty Set, X = indeterminate.
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ReplyDeleteIn the last comment, I wrote "In this writing, I've considered three categories of equalities;... ...general equalities (as in a:b = a/b) and...". I should have written "...general and almost-general equalities (as in a:b = a/b and ax0 = a-a) and..."
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