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Cantor, Georg
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Foundations of a general theory of sets
Foundations of a general theory of sets
The Infinite
Section 2
Ordering and Well-ordered Sets
Section 3
Rules concerning ordering
Section 4
Extending the current notions of the infinite
Section 5
The justification for extending the infinite
Section 6
Properties of infinite integers
Section 7
Diversity of views on the infinite
Section 9
Defining the real numbers
Section 8
The reality of existence of transfinite numbers
Section 10
The Continuum
Section 11
Ordinal-numbers
Section 12
Cardinal-numbers
Section 13
Succession of cardinal-numbers
Section 14
Operations on transfinite numbers
