Chu Shih-chieh

(jo͞o shŭ-jĕ), fl. 1280–1303, Chinese mathematician. He contributed to the study of arithmetic and geometric seriesseries,
in mathematics, indicated sum of a sequence of terms. A series may be finite or infinite. A finite series contains a definite number of terms whose sum can be found by various methods. An infinite series is a sum of infinitely many terms, e.g.
..... Click the link for more information. and to that of finite differences. His two mathematical works, Introduction to Mathematical Studies and Precious Mirror of the Four Elements, were lost for a time in China and were recovered only in the 19th cent.

Chu Shih-Chieh

Chinese mathematician of the 13th century. In his treatise Precious Mirror of the Four Elements, Chu described a method for solving numerical equations similar to Horner’s method and presented methods for forming equations. Chu developed a notation for equations of higher degree in four unknowns and solved a number of problems that reduce to such equations.

单词	chu shih-chieh
释义	Chu Shih-chieh Chu Shih-chieh (jo͞o shŭ-jĕ), fl. 1280–1303, Chinese mathematician. He contributed to the study of arithmetic and geometric seriesseries, in mathematics, indicated sum of a sequence of terms. A series may be finite or infinite. A finite series contains a definite number of terms whose sum can be found by various methods. An infinite series is a sum of infinitely many terms, e.g. ..... Click the link for more information. and to that of finite differences. His two mathematical works, Introduction to Mathematical Studies and Precious Mirror of the Four Elements, were lost for a time in China and were recovered only in the 19th cent. Chu Shih-Chieh Chinese mathematician of the 13th century. In his treatise Precious Mirror of the Four Elements, Chu described a method for solving numerical equations similar to Horner’s method and presented methods for forming equations. Chu developed a notation for equations of higher degree in four unknowns and solved a number of problems that reduce to such equations.
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