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weighted approximation中文是什么意思
- 中文翻譯
- 造句
- 加權(quán)逼近
- 加權(quán)近似
- weight n. 1.重量；體重；求心力，重力，(地心)引力。 2. ...
- approximation n. 1.接近；近似。 2.【數(shù)學(xué)】近似值。 3.概算， ...
- a weighted a計(jì)權(quán)的
- a-weighted a計(jì)權(quán)的
- weighted 加權(quán)的; 加重的; 經(jīng)過(guò)調(diào)整平衡的; 經(jīng)過(guò)權(quán)衡的; 權(quán)重的; 受力的; 有代表性的; 載荷的
- 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
- weighted average, weighted mean 加權(quán)平均數(shù)
- average-weighted 加權(quán)平均的
- center-weighted 中央重點(diǎn)測(cè)光
- computer-weighted 計(jì)算機(jī)加權(quán)的
- salt weighted 用鹽加重的
- time-weighted 時(shí)間加權(quán)的
- weighted accumulation 加權(quán)累加
- weighted accumulator 重錘式蓄能器
- weighted adjustment 加權(quán)平差
- weighted aggregation 加權(quán)集合
- weighted analysis 加權(quán)分析
- weighted approach 加權(quán)法
- weighted arithmetic 加權(quán)算術(shù)平均
- weighted array 加權(quán)數(shù)組; 加權(quán)組合
- weighted average 加權(quán)平均 加重平均; 加權(quán)平均法; 加權(quán)平均數(shù); 加權(quán)平均值; 權(quán)重平均；加權(quán)平均
- weighted averages 加權(quán)平均數(shù)
- weighted ball 重球
- weighted beaker 已稱量的燒杯
- Weighted approximation on szsz - mirakjan operators
Szsz - mirakjan算子的加權(quán)逼近 - Weighted approximation by multidimensional baskakov operators
算子的加權(quán)逼近 - Weighted approximation by multi - meyer - k nig and zeller - type operators
一類算子的函數(shù)類逼近 - Generalized weight approximation by maximal familieswith applications
廣義權(quán)函數(shù)的最大類逼近及其應(yīng)用 - An edgeworth expansion for the u - statistic and its random weighting approximation
展開(kāi)及其隨機(jī)加權(quán)逼近 - The direct and inverse theorem of weighted approximation by generalized baskakov operator
算子加權(quán)逼近的正逆定理 - And apply it to study the weighted approximation on szsz operators , and give a pointwise results which expands some previous results
研究szsz - mirakjan算子的加權(quán)點(diǎn)態(tài)逼近，得到一個(gè)更完美廣泛的結(jié)果。 - This dissertation consists of two parts . in part one , the weighted approximation by the linear operators in classical spaces and approximation in orlicz spaces are studied ; in part two , the approximation of multivariate linear operators is discussed
本學(xué)位論文分為上下兩篇，上篇主要為一元線性算子在經(jīng)典空間的加權(quán)逼近和orlicz空間的逼近：下篇為多元線性算子在經(jīng)典空間的逼近和加權(quán)逼近。 - The second part has summarized from the one - dimension and multivariate respects the abundant approximation properties of bernstein polynomials , mainly including the estimation of approximation degree , derivative approximation , linear combination approximation and weighted approximation
第二部分從一元和多元兩個(gè)方面系統(tǒng)總結(jié)了bernstein算子豐富的逼近性質(zhì)，主要包括逼近度估計(jì)、導(dǎo)數(shù)逼近、線性組合逼近和加權(quán)逼近等
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