📅 5 December 1708
Seki's death provides an exact date for a body of independent Japanese work in algebra, determinants, elimination and numerical calculation.
📅 5 December 1708
Seki developed procedures for systems of equations independently of contemporary European approaches.
📅 5 December 1708
His notation and teaching shaped wasan, the mathematical tradition cultivated during the Edo period.
📅 5 December 1708
His career demonstrates simultaneous innovation in a society with restricted direct exchange with Europe.
📅 30 January 2017
Rosalie Hosking compares a temple geometry problem with algebraic methods developed in the Japanese wasan tradition.
📅 30 January 2017
Geometric problems were painted on tablets and offered at Shinto shrines and Buddhist temples.
📅 30 January 2017
The paper reconstructs the problem through Japanese symbolic methods rather than translating it immediately into modern notation.
📅 30 January 2017
Sangaku culture involved teachers, students, local communities and sacred sites during the Edo period.
📅 1 June 2018
The article teaches procedures informed by the Taisei Sankei, compiled by Seki and the Takebe brothers.
📅 1 June 2018
Bead movement embodies decimal structure and algorithms for everyday arithmetic.
📅 1 June 2018
Japanese scholars worked on equations and geometry while merchants and officials used calculating tools in daily life.
📅 1 June 2018
Readers can perform the algorithms rather than treating Edo-period knowledge only as museum material.
📅 5 July 2024
The article discusses manuscript evidence that expands knowledge of Seki Takakazu's mathematical activity.
📅 5 July 2024
Hand copying, commentary and school lineages preserved methods that were not always printed publicly.
📅 5 July 2024
His independent studies of equations and determinants complicate histories organized only around Newton and Leibniz.
📅 5 July 2024
The publication shows that histories of mathematics remain revisable when neglected texts are catalogued and studied.
