partial equation中文是什么意思

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中文翻譯
造句

[網(wǎng)絡(luò)] 部分方程式

biharmonic partial differential equation 雙調(diào)和偏微分方程
elliptic partial differential equation 橢圓型偏微分方程; 橢圓型微分方程
hyperbolic partial differential equation 雙曲型偏微分方程
linear partial differential equation 線性偏微分方程
nonlinear partial differential equation 非線性偏微分方程
parabolic partial differential equation 拋物型偏微分方程; 拋物型微分方程
partial difference equation 偏差分方程
partial differential equation 偏微分法; 偏微分方程式
partial differential equation language 偏微分方程語(yǔ)言; 偏微分議程語(yǔ)言
partial linear differential equation 線性偏微分方程
partial regression equation 偏回歸方程
be partial to 對(duì)...偏愛(ài); 對(duì)...偏袒的, 對(duì)...過(guò)分錯(cuò)愛(ài)的
partial adj. 1.一部分的，局部的，不完全的。 2.不公平的；偏袒的。 3.偏愛(ài)的，特別歡喜的 (to)。 4.【植物；植物學(xué)】后生的，再生的。 partial drought 小旱。 partial in one's judgement 判斷不公平的。 be partial to 偏愛(ài) (He is too partial to tobacco. 他太歡喜抽煙了)。 adv. -ly n. -ness ＝partiality.
partial to 反對(duì)的; 偏愛(ài)
partial(s) 分音
by equation 按方程式
equation n. 1.平衡，均衡；平均，相等。 2.【數(shù)學(xué)】方程式，等式。 3.【天文學(xué)】(時(shí))差；均分，等分。 4.【化學(xué)】反應(yīng)式。 algebraic [linear, simple, quadratic, cubic, simultaneous] equation 代數(shù)(一次，一元一次，二次，三次，聯(lián)立)方程式。 differential equation 微分方程。 an identical equation 恒等式。 equation of light 【天文學(xué)】光行時(shí)差。 equation of payments 平均分期付款。 equation of state 【物理學(xué)】物態(tài)方程式。 equation of time 【天文學(xué)】時(shí)差。 personal equation 【天文學(xué)】觀測(cè)上的個(gè)人誤差。
equation of 次方程
response equation; equation; reluctance 反應(yīng)式
arithmetic partial 部分算術(shù)運(yùn)算
climb; partial 部份爬升
differential partial 偏微分法
partial abortion 局部挫敗敵攻擊
partial abrasion 局部擦痕
partial absorption 部分吸收

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Only clouds of points instead of grids are distributed over the computational domain and the spatial derivatives of the considered partial equations are estimated using a least-square curve fit on local clouds of points
與傳統(tǒng)的網(wǎng)格方法不同，無(wú)網(wǎng)格方法的核心是用“點(diǎn)云”離散求解區(qū)域，并基于當(dāng)?shù)攸c(diǎn)云離散結(jié)構(gòu)，引入二次極小曲面逼近空間導(dǎo)數(shù)。
T-s model is a novel fuzzy reasoning model which replaces the parameters of traditional reasoning system with linear partial equation . therefore, it can generate complicated nonlinear equation with fewer fuzzy rules . but the conclusional parameter is not a fuzzy rule but a linear equation, it can not be got from expert's experience and operational data directly . we must refine the parameter with some algorithm . by constructing t-s fuzzy neural networks we can solve the problem easily
t-s模型是一種新穎的模糊推理模型，它以線性局域方程取代了一般推理過(guò)程中的常數(shù)，因此可以用少量的模糊規(guī)則生成較復(fù)雜的非線性函數(shù)。但是由于結(jié)論參數(shù)是線性函數(shù)而非模糊數(shù)，所以規(guī)則不能直接從專家經(jīng)驗(yàn)和操作數(shù)據(jù)中直接得到，必須通過(guò)一定的算法進(jìn)行提煉。因此模型參數(shù)的辨識(shí)成為建立t-s型模糊系統(tǒng)的主要問(wèn)題。
It is wekk known that the fractional integrals, the commutators for the macinkiewicz integrals and the multilinear operators play a profound and extensive role in harmonic analysis and the partial equations . in this thesis, we'll discuss the mapping properties of these kinds of operators . our thesis consists of five chapters . chapterl is the introductions
由于分?jǐn)?shù)次積分算子，marcinkiewicz算子的交換子，多線性算子是調(diào)和分析的重要算子，他們不僅在調(diào)和分析中有著重要的地位，而且在偏微分方程具有著及其重要的作用。本文致力于這些算子的研究。
Nonlinear analysis is an important branch of modern analysis . it has been become a much more important tools for dealing with the nonlinear problems arising in many applied mathematics . it is also an important method for studying the nonlinear integral equations, the differential equations and partial equations
非線性泛函分析是現(xiàn)代分析數(shù)學(xué)的一個(gè)重要分支，是處理許多非線性問(wèn)題的重要而有力的工具，在處理應(yīng)用學(xué)科提出的各種非線性積、微分方程和偏微分方程中發(fā)揮著不可替代的作用
In chapter 2, the ii ordering is presented and the arbitrary functions and the arbitrary constants are least in the solution of formal series under the ii ordering by illustration; furthermore, the author introduces the application of the standard form of reid to ascertain the target equation of linear constant partial equations
在第二章中，作者給出了reid標(biāo)準(zhǔn)型算法中的型序關(guān)系，通過(guò)舉例說(shuō)明在型序下，得到的形式冪級(jí)數(shù)解中任意函數(shù)和任意常數(shù)的個(gè)數(shù)最少；并提出了reid標(biāo)準(zhǔn)型的一個(gè)重要應(yīng)用：確定線性常系數(shù)偏微分方程組的目標(biāo)方程。

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