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Cardinal and Ordinal Numbers pt 2

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In2infinity - 4D Maths
Cardinal and Ordinal Numbers pt 2
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Part Two. So now let us consider everything in terms of a numerical equation. Bearing in mind what we have just said about the cardinal numbers being an infinite set of numbers plus zero to infinity and another infinite set of minus zero to minus infinity. We realise that the centre point zero neutral is not included in the set. Therefore, the total infinite density of the cardinal numbers is infinity times two minus zero neutral. If we look on the ordinal number side, what we find is that the ordinal numbers do not include any version of zero, which means we must minus the two infinite sets of plus zero and minus zero from the complete infinite set in order to complete the cardinal numbers which are infinity minus two. However, because they are only on one side, we must also divide that number by two because in comparison then to the cardinal numbers if the cardinal numbers are infinity times two, then the ordinal numbers become infinity, half of that which becomes infinity minus two. Therefore, we can discard also zero neutral zero neutral from both sides of the Infinity equation, remembering that it still exists obviously, and at the same time, then we can have the infinite set of the relationship between the ordinal and cardinal numbers and a little bit of an explanation as to why time can only go forwards whereas space can go forwards backwards. Left, right, up and down. You can move on an axis. This concludes Part of the infinite equation about how the manifestation of numbers comes into existence. And this provides us with the infinite basis upon which we can perform calculations in infinite number space and produce the ratios needed in order to decode the reality

So let us finally conclude them that the cardinal numbers exhibit an infinite density of infinity, where as the ordinal numbers have a ratio against that, which is infinity minus two, when seen as a ratio, we can understand that we have here a multiplicative function on one side and a additive and subtractive function on the other and the infinity minus one or minus two becomes infinity plus one or minus one when we deal with the Infinity equation. On the other hand, the two times infinity represents the fact that we can move backwards and forwards along the number line using the two types of function, addition and subtraction. That is the significance of this equation and why it forms the foundational Basis of ALL mathematics

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