Sangaku
Sangaku (算額, "mathematical tablet") refers to a traditional Japanese method of mathematical problem-solving and geometry that originated during the Edo period (1603–1868). These problems were typically presented on wooden tablets, often hung in Shinto and Buddhist shrines and temples across Japan, where they were displayed as offerings to the gods. The practice of creating and submitting sangaku became a popular cultural activity, reflecting both religious devotion and intellectual curiosity.
Sangaku problems primarily focused on geometry, particularly the study of circles inscribed within polygons, tangency conditions,
The tradition of sangaku flourished from the late 17th century until the early 20th century, with thousands
Notable themes in sangaku include the study of the *nangaku* (circle division) problem, where a circle is
The legacy of sangaku extends beyond Japan, influencing Western mathematicians who later studied these problems. Today,