多值函數(shù)的英文

多值 multiple-valued
函數(shù) function
值函數(shù) value function
【數(shù)學(xué)】單值函數(shù)。 uniform function
布爾值函數(shù) boolean valued function; boolean-valued function
策略值函數(shù) strategically value function
插值函數(shù) interpolating function; interpolation function
常值函數(shù) constant function
純量值函數(shù) scalar valued function
單峰值函數(shù) single humfunction
單值函數(shù) monodrome function; monotropic function; one valued function; one-valued function; simple function; simplefunction; single valued function; single-valued function; univalent function
多峰值函數(shù) multiple humfunction
非單值函數(shù) nonuniform function
復(fù)值函數(shù) complex flnction; complex functions; complex valued function
復(fù)值函數(shù)論 complex function theory
極大值函數(shù) max-value function
極值函數(shù) extremal function
集團(tuán)值函數(shù) group value function
價(jià)值函數(shù) cost function; value function
近似值函數(shù) approximate value functions
絕對(duì)值函數(shù) abs function
均值函數(shù) mean value function
離散值函數(shù) discrete-valued function
零值函數(shù) zero-valued function
擬等值函數(shù) quasi-equality function

千萬(wàn)人都在用的超大詞匯詞典翻譯APP

Finte function , the typical representative of many - valued function , is clearly and vividly exposed its complicated alternative character by riemann surface and is thoroughly discussed the key points and the process of monodromic branch ceded from many - valued function
摘要通過討論多值函數(shù)的典型代表根式函數(shù)，運(yùn)用黎曼面，清晰、形象地揭示多值函數(shù)復(fù)雜的變換特性，并論述分出多值函數(shù)的各單值分支的關(guān)鍵問題及其方法。
The following topics are covered in the course : complex algebra and functions ; analyticity ; contour integration , cauchy ' s theorem ; singularities , taylor and laurent series ; residues , evaluation of integrals ; multivalued functions , potential theory in two dimensions ; fourier analysis and laplace transforms
本課程包含下列各項(xiàng)主題：復(fù)數(shù)代數(shù)與函數(shù)；可解析性；輪廓積分；柯西定理；奇異性，泰勒與羅倫茲級(jí)數(shù)，留數(shù)，積分的運(yùn)算；多值函數(shù)，二維的勢(shì)能理論；傅立葉分析與拉普拉斯轉(zhuǎn)換。

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