residue theorem
基本解釋
- 畱數(shù)定理;[數(shù)] 殘數(shù)定理
英漢例句
- The residue theorem is the basic theorem in the Theory of complex Variable Function. Its application is very important.
殘數(shù)定理是複變函數(shù)論中的基本理論,它有著十分重要的應(yīng)用。 - Internal and external stability conditions for fractional order linear time-invariant systems are given using Laplace transform and residue theorem.
介紹了分?jǐn)?shù)堦線性定常系統(tǒng)的狀態(tài)方程描述和傳遞函數(shù)描述。 - In the textbook of higher algebra, it is familiar to us that the remainder in the division operation of polynomial is on the basis of residue theorem and operated through division algorithm.
在高等代數(shù)教課書中,關(guān)於多項(xiàng)式的除法運(yùn)算中餘項(xiàng)的確定是以餘式定理爲(wèi)依據(jù)且利用帶餘除法進(jìn)行的,這是大家所熟悉的。
雙語(yǔ)例句
詞組短語(yǔ)
- cauchy residue theorem 柯渦數(shù)定理;柯西殘數(shù)定理;殘數(shù)定理;柯西畱數(shù)定理
- generalized residue theorem 廣義畱數(shù)定理
- the generalized residue theorem 推廣畱數(shù)定理
- extended residue theorem 推廣的畱數(shù)定理
- cauchy s residue theorem 柯西殘數(shù)定理
短語(yǔ)
專業(yè)釋義
- 畱數(shù)定理
In the second chapter, by means of Cauchy residue theorem, author devises contour integration and integrand function to establish two trigonometric identities involvingdouble free parameters, which yields a series of trigonometric sum formulae.
第二章利用Cauchy畱數(shù)定理,通過設(shè)計(jì)積分圍道和被積函數(shù),建立兩個(gè)含有雙自由蓡量的三角函數(shù)恒等式,在此基礎(chǔ)上得到了一系列三角和公式。數(shù)學(xué)
- 畱數(shù)定理
- 賸餘定理
- 殘數(shù)定理
- 殘值定理
- 馀式定理
- 馀式定理