complex functions造句
例句與造句
- From 1821 on, he singlehandedly developed complex function theory .
自1821年以后,他單獨地發(fā)展了復(fù)函數(shù)理論。 - The development of complex function theory proceeded apace in the latter part of the nineteenth century .
十九世紀(jì)后期,復(fù)函數(shù)的理論迅速地發(fā)展。 - However a few of the many creations that bear primarily on complex functions themselves will be noted here .
可是,在許多創(chuàng)造中,有少數(shù)幾個原來就與復(fù)函數(shù)本身直接關(guān)聯(lián)著的卻要在這里先提一下。 - In the observing coordinate the complex function of complex number
的復(fù)變函數(shù),記作 - With mapping concept of complex function , in geometry , the function
由復(fù)變函數(shù)的映射概念 - It's difficult to find complex functions in a sentence. 用complex functions造句挺難的
- The application of complex function in algebraic basic theory proof
復(fù)函數(shù)在代數(shù)基本定理證明中的應(yīng)用 - Also , the complex function should be
用復(fù)變函數(shù)來表示為: - Application of complex functions for proving fundamental theorem in algebra
復(fù)函數(shù)在代數(shù)基本定理證明中的應(yīng)用 - Application of complex function series in summation of triangular progression
復(fù)變函數(shù)級數(shù)在三角級數(shù)求和中的應(yīng)用 - Moreover , we apply the method to seek zeros of real and complex functions
同時說明了當(dāng)函數(shù)烈x )的性質(zhì)不夠好時,算法2 - Complex function circuit
復(fù)合功能電路 - Regular complex function
正則復(fù)函數(shù) - Complex function theory
復(fù)值函數(shù)論 - A sufficient and necessary factor of the sum continuum of the progression of complex function
復(fù)變函數(shù)項級數(shù)的和連續(xù)的一個充要條件 - Based on the complex function theory , the stress field was achieved by affine transformation
文中的應(yīng)力場是借助于仿射變換的方法通過復(fù)變應(yīng)力函數(shù)得到的。
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