Mathematics in Mesopotamia
The creation of classical Greek mathematics
The Alexandrian Greek period : geometry and trigonometry
The Alexandrian period : the reemergence of arithmetic and algebra
The Greek rationalization of nature
The demise of the Greek world
The mathematics of the Hindus and Arabs
The Medieval Period in Europe
Mathematical contributions in the Renaissance
Arithmetic and algebra in the sixteenth and seventeenth centuries
The beginning of projective geometry
The mathematization of science
The creation of the calculus
Calculus in the eighteenth century
Ordinary differential equations in the eighteenth century
Partial differential equations in the eighteenth century
Analytic and differential geometry in the eighteenth century
The calculus of variations in the eighteenth century
Algebra in the eighteenth century
Functions of a complex variable
Partial differential equations in the nineteenth century
Ordinary differential equations in the nineteenth century
The calculus of variations in the nineteenth century
Quaternions, vectors, and linear associative algebras
Determinants and matrices
The theory of numbers in the nineteenth century
The revival of projective geometry
The differential geometry of Gauss and Riemann
Projective and metric geometry
The instillation of rigor in analysis
The foundations of the real and transfinite numbers
The foundations of geometry
The theory of functions of real variables
Tensor analysis and differential geometry
The emergence of abstract algebra
The beginnings of topology
The foundations of mathematics.
