1) Qing times series
清代级数论
1.
By examining the mathematical foundations of Qing times series,this paper considers it far from full developments as was subject to the non analytic tradition.
探讨了清代级数论的数学基础，认为其发展受阻系由非分析的传统支配所致。
2) theories on fu-composition of the Qing Dynasty
清代赋论
4) mathematics of the Qing Dynasty
清代数学
1.
The theory of equations, which was in full bloom in the Song and Yuan Dynas-ties, made a new progress different from wasan and the mathematics of the Qing Dynasty.
鼎盛于宋元时代的中算方程论在和算与清代数学中又有着新的不同发展，从和算这一视角探讨中算方程论之特质与局限性，具有重要意义。
5) algebraic number theory
代数数论
1.
By using congruence theory and algebraic number theory,proved that the Diophantine equation x 2 + 1 =y5 has only integer solution(x,y)=(0,1)and the Diophantine equation x 2 + 64 =y3 has no integer solution.
利用同余理论和代数数论的有关结论,证明了不定方程x2+1=y5仅有整数解(0,1)以及不定方程x 2+64=y3无整数解。
6) Titling and Posthumous titling in the Qing dynasty
论清代谥法
补充资料：清论
1.公正的评论，亦指公正的舆论。 2.清雅的言谈。 3.闲谈，谈天。
说明：补充资料仅用于学习参考，请勿用于其它任何用途。
参考词条