Institutional and intellectual contexts in German mathematics, 1800–1870

4-38

A new fundamental notion

Riemann's manifolds

39-80

Dedekind and the set-theoretical approach to algebra

81-116

The real number system

117-144

Origins of the theory of point-sets

145-168

The notion of cardinality and the continuum hypothesis

171-214

Sets and maps as a foundation for mathematics

215-255

The transfinite ordinals and Cantor's mature theory

257-296

Diffusion, crisis, and bifurcation

1890 to 1914

299-336

Logic and type theory in the interwar period

337-364

Consolidation of axiomatic set theory

365-392