convergent power series

convergent power series的基本解释

-

收敛幂级数

与convergent power series相关的网络例句 [注：此内容来源于网络，仅供参考]

The approximate analytical solution may be expressed in terms of a rapid convergent power series with elegantly computable terms.

近似解结果和数值结果非常符合，证明了所提出的方法的准确性和可靠性，该方法可以用于解决其他科学和工程技术问题。

The positive number is called the convergent radius of power series, and is said to be the convergent interval of power series.

正数通常叫做幂级数的收敛半径，开区间叫做幂级数的收敛区间。

Theorem 1 If the power series is convergent at ,then for any that ,the power series absolutely converges at point ;if the power series is divergent at ,then for any that ,the power series diverges at point .

定理1 如果级数当时收敛，则适当不等式的一切使这幂级数绝对收敛；反之，如果级数当时发散，则适合不等式的一切使这幂级数发散。

与convergent power series相关的网络解释 [注：此内容来源于网络，仅供参考]

convergent power series：收敛幂级数

convergent integral 收敛积分 | convergent power series 收敛幂级数 | convergent sequence 收敛序列

convergent power series ring：收敛幂级数环

unnoted 不引人注意的, 无价值的 | convergent power series ring 收敛幂级数环 | collateral clause 附则

absolutely convergent power series：绝对收敛幂级数

armature relay 电枢继电器 | absolutely convergent power series 绝对收敛幂级数 | twelfth-cake 主显节的糕饼

ring of convergent power series：收敛幂级数环

ring of compressed cardboard 纸板环 | ring of convergent power series 收敛幂级数环 | ring of differential polynomials 微分多项式环