離散分析的英文

發(fā)音:

英文翻譯
造句

analysis of variance
discrete analysis
scatter analysis

離散 dispersed; scattered about; ...
分析 analyse
離散分布 discrete distribution
多元離散分布 multivariate discrete distribution
二元離散分布 bivariate discrete distribution
離散分布函數(shù) discrete distribution function
離散分布理論 discrete distribution theory
離散分布生成 discrete distribution generation
非色散分析 nondispersive analysis
分散分析 dispersion analysis
共分散分析 analysis of covariance
擴(kuò)散分析 diffusion analysis (difan)
擴(kuò)散分析器 diffusion analyzer
彌散分析 dispersion analysis
能散分析 energy-dispersive analysis
色散分析 dispersion analysis
波長(zhǎng)離散分光計(jì) wavelength dispersion spectrometer
能量色散分析 energy dispersion analysis; energy dispersive analysis
旋光色散分析 optical rotary dispersion analysis
概率相等的離散分布 discrete uniform distribution
離散元分析 discrete-element analysis
光能擴(kuò)散分析儀 x-ray energy di ersive analyzer x; x-ray energy dispersive analyzer x
光能源擴(kuò)散分析儀 x-ray energy dispersive analyzer x
能量色散分析儀 energy dispersive analyser; energy dispersive analyzer
微量擴(kuò)散分析法 microdiffusion analysis

"查查詞典"手機(jī)版

千萬(wàn)人都在用的超大詞匯詞典翻譯APP

例句與用法

For simplicity , the analysis of the valuation of real options and the comparison of the npv and real options mentioned above are supposed to be carried out in terms of the simple financial pricing method - - - - - - the black - scholes method
其中，第二章是從金融期權(quán)定價(jià)的離散分析和推導(dǎo)入手，再探討實(shí)物期權(quán)的離散定價(jià)；第三章則分別介紹和討論金融期權(quán)的連續(xù)定價(jià)以及實(shí)物期權(quán)的連續(xù)定價(jià)。
The theory of time scales was introduced by stefan hilger in his phd thesis ( [ 1 ] ) in 1988 ( supervised by bernd aulbach ) , it has been created in order to unify continuous and discrete analysis . hilger found many results concerning differential equations had carried over quite easily to corresponding results for difference equations . then he defined the dynamic equation on time scales , i . e . the domain of the unknown function of the dynamic equations is a time scale
時(shí)間模( timescales )最早是由德國(guó)w rzburg大學(xué)的hilgerstefan在1988年提出的，當(dāng)時(shí)他在導(dǎo)師berndaulbach的指導(dǎo)下完成博士論文( [ 1 ] ) ，其主要思想就是把連續(xù)分析與離散分析統(tǒng)一起來(lái)，他發(fā)現(xiàn)人們對(duì)微分方程研究后往往又對(duì)相應(yīng)的差分方程進(jìn)行研究，而一般情況下兩者又可得到相平行的結(jié)論，于是定義了時(shí)間模上的動(dòng)力學(xué)方程，即方程的未知函數(shù)的定義域是一個(gè)時(shí)間模。