European trigonometry comes of age
Trigonometric tables evolving
New theorems, plane and spherical
Consolidating the solutions of triangles
Napier, Briggs, and the birth of logarithms
Interlude: Joost Bürgi's surprising method of calculating a sine table
The explosion of tables of logarithms
Computing tables effectively: logarithms
Computing tables effectively: interpolation
Napier on spherical trigonometry
Further theoretical developments
Practical and scientific applications
Quadratures in trigonometry before Newton and Leibniz
Tangents in Trigonometry before Newton and Leibniz
Infinite sequences and series in trigonometry
Transforming the construction of trigonometric tables with series
Geometric detivatives and integrals of trigonometric functions
A transition to analytical conceptions
Euler on the analysis of trigonometric functions
Euler on spherical trigonometry
Indian and Islamic trigonometry in China
Indigenous Chinese geometry
Indigenous Chinese trigonometry
Trigonometry in the Chongzhen lishu
The Kangxi Period and Mei Wending
Dai Zhen: philology encounters mathematics
Normal science: gap filling in spherical trigonometry
The return of stereographic projection
Surveying and Legendre's theorem
Trigonometry in navigation
Concerns about negativity
