function approximation中文是什么意思

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中文翻譯
造句

函數(shù)逼近

function n. 1.功能，官能，機(jī)能，作用。 2.〔常 pl.〕職 ...
approximation n. 1.接近；近似。 2.【數(shù)學(xué)】近似值。 3.概算， ...
approximation function 逼近函數(shù); 近似方程式
approximation of function 函數(shù)逼近; 函數(shù)的逼近; 函數(shù)近似
approximation of lagrange function 拉格朗日函數(shù)近似
exponential function approximation 指數(shù)函數(shù)近似
rational function approximation 有理函數(shù)逼近; 有理函數(shù)近似
rational-function approximation 有理函數(shù)逼近
approximation n. 1.接近；近似。 2.【數(shù)學(xué)】近似值。 3.概算，略計(jì)。 successive approximations 逐次近似計(jì)算法。 be a very close approximation to 很接近于…。
approximation approximation 近似，逼近
acoustic approximation 聲學(xué)近似
adiabatic approximation 絕熱近似法
allowable approximation 容許近似值
alternative approximation 交互近似法
analog approximation 模擬近似
analytical approximation 解析近似
approx approximation 近似.略計(jì)
approximation algorithm 近似算法
approximation algorithms 第三十五章近似算法
approximation and correction 近似與校正
approximation andcorrectionon 近似與校正
approximation by excess 過剩逼近
approximation by polynomial 多項(xiàng)式逼近
approximation calculus 近似計(jì)算
approximation coefficient 近似系數(shù)

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例句與用法

Cfd is also used to get the data of performance parameters of the nozzle at different nozzle pressure ratio , different nozzle area ratio and different geometric defected angle . the theory of function approximation is used to establish the transient model of thrust vectoring with the data calculated
本文通過cfd計(jì)算獲得矢量噴管的性能參數(shù)，如流量系數(shù)、推力系數(shù)以及有效推力矢量角等與矢量噴管壓比、面積比以及幾何偏轉(zhuǎn)角之間的關(guān)系數(shù)據(jù)，并利用函數(shù)逼近理論建立了矢量噴管的動(dòng)態(tài)數(shù)學(xué)模型。
The kanerva ' s sparse distributed memory ( sdm ) tackles the problem of training large data patterns and extendes the storage mode of existing computer . but it ' s address array produced randomly ca n ' t reveal the distribution of patterns and it has ' t the ability of function approximation for its learning rule
Kanerva的稀疏分布存儲(chǔ)( sdm )模型解決了大維數(shù)樣本的訓(xùn)練問題，推廣了現(xiàn)有計(jì)算機(jī)的存儲(chǔ)方式。但其地址矩陣的隨機(jī)預(yù)置方式不能反映樣本的分布，并且sdm的學(xué)習(xí)方式使之不能用于函數(shù)逼近及時(shí)間序列預(yù)測(cè)問題。

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百科解釋

The need for function approximations arises in many branches of applied mathematics, and computer science in particular. In general, a function approximation problem asks us to select a function among a well-defined class that closely matches ("approximates") a target function in a task-specific way.

詳細(xì)百科解釋

其他語種釋義

function approximationとは意味：関數(shù)近似｛かんすうきんじ｝

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