Description :

Contributions to the founding of the theory of transfinite numbers is not suitable as an introduction i unwisely disregarded caution from an earlier reviewer that cantors work would not be appropriate for a beginner in set theory i thought that i was reasonably acquainted with set theory but i do admit that i was not a math major. Contributions to the founding of the theory of transfinite numbers is not suitable as an introduction i unwisely disregarded caution from an earlier reviewer that cantors work would not be appropriate for a beginner in set theory i thought that i was reasonably acquainted with set theory but i do admit that i was not a math major. Contributions to the founding of the theory of transfinite numbers is not suitable as an introduction i unwisely disregarded caution from an earlier reviewer that cantors work would not be appropriate for a beginner in set theory i thought that i was reasonably acquainted with set theory but i do admit that i was not a math major. Does not exhaust the conception of transfinite cardinal number we will prove the existence of a cardinal number which we denote by and which shows itself to be the next greater to all the numbers out of it proceeds in the same way as out of a next greater and so on without end 496 to every transfinite cardinal number there is a next greater proceeding out of it according to a unitary