Is ONE Infinity BIGGER Than Another? Proving the Size of Real Numbers скачать в хорошем качестве

Is ONE Infinity BIGGER Than Another? Proving the Size of Real Numbers

In the previous video we discussed that the cardinality of natural numbers is the same as that of whole numbers, integers and rational numbers. In this video we have continued the discussion with the explanation of why cardinality of real numbers is the same as that of an interval (-1,1) on the real number line taking the help of an one onto mapping. After that, we have calculated the cardinality of several other sets. Using binary numbers we created a set of functions whose cardinality is equal to "2 raised to aleph naught" and "continuum", concluding the relation between continuum and aleph naught.