中英
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- A method for determining the associated multiwavelets from a class of multi - scaling functions using eigenvalues and eigenvectors of matrices is proposed
建立了利用矩陣特征值和特征向量構(gòu)造短序列正交多子波的方法。 - At first , this thesis gives right calculation results of derivative of daubechies scaling function , the determine fashion of continuity is rendered
本論文首先推導(dǎo)了daubechies尺度函數(shù)導(dǎo)數(shù)或高階導(dǎo)數(shù)的正確計算結(jié)果，給出了它的連續(xù)性的判定方式。 - The region of the filter coefficients which can generate biorthonormal mras is searched . the regularity of the scale functions in the region is analyzed
求出了構(gòu)成雙正交mras的濾波系數(shù)所在的范圍，分析了此范圍內(nèi)濾波系數(shù)構(gòu)成的尺度函數(shù)的正則性。 - In this paper , we give a new algorithm of construction compactly supported trivariate orthogonal scaling function with dilation matrix 21 , at the same time , the correspond wavelets are also given
本文給出構(gòu)造緊支撐三元不可分正交尺度函數(shù)和正交小波函數(shù)的新算法。 - In this paper , the definition for the multivariate biorthogonal multiwavelet packets associated with multiple scaling functions in higher dimension is given and an algorithm for constructing them is proposed
摘要本文給出對應(yīng)于高維多重尺度函數(shù)的雙正交多小波包的定義及其構(gòu)造方法。 - In guarding the continuity of derivative and not increasing supported assemble , this paper uses convolution of daubechies and b - spline scale functions to improve original method
在保證導(dǎo)數(shù)的連續(xù)性和不增加支集長度的前提下，采用daubechies尺度函數(shù)與b ?樣條尺度函數(shù)的卷積對原方法進行了改進。 - In this age of multi - media , advertisers are keen to sponsor large scale functions as they are constantly in the lookout for new advertising channels to promote their products and services
在廣告多元化之今天，廣告商已流行選擇大型活動投入資源，任何對企業(yè)商號商品有推廣作用之宣傳方式均是良好商機。 - In addition there are large - scale function rooms and a lot of commercial meeting rooms , is suitable for holding various activities such as large - and - middle - scale international conference , academic exchange , art performances
另外設(shè)有大型多功能廳以及多個商務(wù)會議室，適用于舉辦大中型國際會議學(xué)術(shù)交流文藝演出等各種活動。 - With it , we can construct symmetric interpolating scaling function and its relevant average - interpolating scaling function with support . the former ' s 1st derivative can be computed with the latter
用它可以構(gòu)造出具有緊支、插值特性的對稱尺度函數(shù)和相應(yīng)的平均插值尺度函數(shù)，且利用平均插值尺度函數(shù)可計算出相應(yīng)對稱插值尺度函數(shù)的一次導(dǎo)數(shù)。 - The method about constructure of a new compactly supported orthonormal wavelet and scale function concerned is put forward and the exponent regularity of the kind of wavelet and related scale function is estimated accurately
提出了一類新的具有緊支集的標準正交小波基以及相關(guān)的尺度函數(shù)的構(gòu)造方法，準確估計了該類小波和相關(guān)尺度的正則性指數(shù)。
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