矩陣對角化 的英文怎麼說
中文拼音 [jǔzhènduìjiǎohuà]
矩陣對角化
英文
diagonalization of matrix- 矩 : 名詞1. (畫直角或正方形、矩形用的曲尺) carpenter's square; square2. (法度; 規則) rules; regulations 3. [物理學] moment
- 陣 : Ⅰ名詞1 (作戰隊伍的行列或組合方式) battle array [formation]: 布陣 deploy the troops in battle fo...
- 對 : Ⅰ動詞1 (回答) answer; reply 2 (對待; 對付) treat; cope with; counter 3 (朝; 向; 面對) be tr...
- 角 : 角Ⅰ名詞1 (牛、羊、 鹿等頭上長出的堅硬的東西) horn 2 (古時軍中吹的樂器) bugle; horn 3 (形狀像...
- 矩陣 : [數學] matrix; array
- 角化 : keratinize; angling; keratinization; cutification; [生理學] cornification角化不良 dyskeratosis; ...
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A new cost function based on the diagonalization of correlation matrices is proposed to measure the independency of output signals
摘要提出了一種新的基於相關矩陣對角化的代價函數作為衡量輸出信號獨立性的測度。It is just the difficulty that the strongly correlated electron systems can not be studied by analytical methods, a variety of simulative numerical methods come out sequentially. there are a few typical methods such as the exact diagonalization ( ed ), the qutum monte carlo ( qmc ), the variation monte carlo ( qmc ), the renormalization group ( rg ), and the density matrix renormalization group ( dmrg ) and so on
正是強關聯系統遇到了解析研究的困難,各種數值模擬方法才相繼出現,最典型的數值方法有:嚴格對角化( ed ) ,量子蒙特卡洛( qmc )模擬、變分蒙特卡洛模擬( vmc ) 、數值重整化群( rg )以及密度矩陣重整化群( dmrg )等。We can find a polynomial model of a time series in case its associated matrix is not diagonal and not of full rank by using the transformations of the exponential and the logarithm
對于不能對角和不滿秩的時間序列矩陣,運用指數對數的可逆變換及相關的列變換化為滿秩可對角的時間序列矩陣,從而找到代數多項式模型。On anti - circular matrices and their diagonalization
反循環矩陣與矩陣對角化With the development of the network and the multi - processor system, the research, simulation and the impemeni of the system - level fault diagnosis which is the very important means to increase the reliability of the system, are becoming more and more important. on the system - leve1 fault diagnosis, based on the group theory of system - level fault diagnosis that has been put forward by pro f zhang, the paper constructs newly the theory bases, improves on the matrix method, reinforces and consummates group arithmetic of all kinds of test mode, for the first time, analyses and discusses the equation solution of all kinds of models, so al1 the consistent fault patterns ( cfp ) could be found, straightly and high efficiently, even if the sufficient and necessary condition of t - diagnosable is dissatisfied and the complexity of system - level fault diagnosis is greatly decreased, especialy in strong t - diagnosabl6 system. last the simulation system ' s function has been extended and the application hotspot and the development trend have been disscussed
本人在張大方教授等人提出的基於集團的系統級故障診斷的理論基礎上,重新構建了系統級故障診斷的理論基礎,定義了系統級故障診斷測試模型的三值表示;改進了系統級故障診斷的矩陣方法,重新定義了測試矩陣、鄰接矩陣、結點對、結點對的相連運算、極大準集團和斜加矩陣,由此能直觀、簡便地生成集團和極大獨立點集;補充和完善了各類測試模型的系統級故障診斷的集團演算法,通過定義集團測試邊和絕對故障集,簡化了集團診斷圖,由此能較易地找到所有的相容故障模式,即使不滿足t -可診斷性,大大減少了系統級故障診斷的復雜度,尤其是對強t -可診斷系統;首次分析探討了各類測試模型的方程解決,由此從另一角度能系統地、高效率地求出所有的相容故障模式( cfp ) :擴充了系統級故障診斷模擬系統的功能,快速、直觀和隨機地模擬實驗運行環境,進行清晰和正確的診斷,同時提供大量的實驗數據用於理論研究,優化演算法和設計。Nevertheless, the results provided by these methods are all inaccurate. in this thesis, in order to overcome the drawbacks, we reconstruct the bose - hubbard model hamiltonian with differential realization of bosonic operators, and investigate the exact numerical solutions of the one dimension bose - hubbard model. firstly, energy matrices can be generated rapidly by using a mathematica package
首先利用mathematica程序快速生成模型在各種位型下能量矩陣,然後將該程序的結果直接作為其它矩陣對角化程序的輸入而求出該模型在相應位型下的本徵值和相應的本徵波函數。In the first part, the basic knowledge of particle scattering in meteorology and physics was introduced. the particles to be discussed include aerosol particles, fog droplets and raindrops and the em wave band in the discussion is near - infrared. in the second part, the mie theory was briefly reviewed and was applied to investigate the scattering characteristics of spherical atmospheric particles, the result shows that in the visibility measurement meter using forward - scattering method, when the working wavelegth is between 0. 8 m ~ 2 m, the scattering angle is between 25 ~ 40, the distinguishability and the relative scattering intensity would be better than those under other conditions. in the third part, the superellipsoid was used to describe a wide range of shapes such as spheres. ellipsoids and cylinders. an improved t - matrix method which can be used to calculate arbitry shaped particle ' s scattering field was introduced, and the scattering characteristics of non - spherical atmospheric particles was investigated with this method
計算結果表明,從相對散射強度、同一方向上不同粒子散射的可區分程度來看,在散射式能見度探測儀器中,工作波長介於0 . 86 m 2 m ,探測角度選取前向25度40度時,探測的結果將會是比較理想的。第三部分中,使用超橢球方程來統一描述各種非球形粒子的形狀,然後使用t矩陣方法計算了一些形狀的非球形粒子的近紅外散射特性。另外,在本文中還針對球形粒子的散射場提供了一種三維可視化方法,使對散射場強度的空間分佈的理解更加簡單,直觀。In order to obtain the mueller matrix in rain area, the scattering character of one raindrop is studied, and the mueller matrix is then obtained by means of statistics. the power of the reflected waves from rain is studied according to the polarization states, and it is a matter of great significance
本文從單個雨滴的散射入手,用統計的方法結合雨滴的weibull尺寸分佈,計算出雨區的散射矩陣,並對雨區的後向散射功率密度從極化的角度做了分析,這對于分析雷達對雨雜波的抑制有指導意義。By adopting fta ( fault tree analysis ) and minimal path sets theory, the fault information stream analysis of spc - 33 digital governor is made, and from the point of system the ft is constructed. and the fault model with logic matrix in mirror symmetry has been built
本文運用fta故障樹分析方法和最小路集方法,對spc - 33電子調速器進行故障信息流分析,從系統化角度構築ft ,並建立鏡像對稱的故障邏輯矩陣模型。The distance and diagonalization of symmetric matrices over a principal ideal domain
主理想整環上對稱矩陣的距離與對角化Different with the popular method based on the local equilibrium theory, in this paper afford are made to research on the consumption structure character for which the method of sam - based multiplier is applied with data developing from the jiangsu macro and micro social accounting matrix. the conclusions are as following : firstly, the result demonstrates that the consumption of urban residents is weak totally, but response of the different family is various with different expending items
與目前普遍應用的基於局部均衡的研究不同,本文將運用基於一般均衡的社會核算矩陣( sam )技術,通過建立江蘇地區宏觀、細化社會核算矩陣,從社會核算矩陣乘數的角度對江蘇城鄉不同收入階層的消費結構性特徵進行科學地分析。On the other hand, in the approach based on vector - matrix, through several special operations on vector - matrix, we have constructed a sparse ‘ 0 ’, ‘ 1 ’ parity - check matrix with dual diagonal matrix whose structure can easily construct the code. the simulation results have demonstrated the performance of this approach is similar to that of - rotation while the complexity is also higher. this problem is to be solved in the future research
在基於矢量矩陣的結構化方法中,通過對矢量矩陣進行一系列特殊處理可以構造出稀疏的『 0 』 、 『 1 』校驗矩陣,而校驗矩陣中的雙對角結構易於構造出相應的ldpc碼字,模擬表明,採用矢量矩陣的結構化方法具有和-旋轉構造法相當的性能,但是實現的復雜度大於-旋轉構造法,同時碼率和碼長受到一定的限制,這也是未來需要研究的方向。Diagonolization of matrix is a basic and important problem in matrix theory
摘要矩陣可對角化問題是矩陣理論中的1個基本問題。After theoretical review, based on the theoretical analysis of influential factors on the success of organizational change and the exploring study of the author, this thesis proposes the concept of implementing change matrix ( icm ), then analyzes each variables in detail. in order to make it more practically, the author simplified icm as 5c framework and use it as the core and base in the following empirical and case studies
通過文獻綜述,結合對影響組織變革的因素的理論分析和作者對中國管理者進行的探索性研究,本論文提出了實施變革矩陣的概念,並對其組成變量逐一進行分析,並從實用角度出發,將其簡化為5c框架,作為整篇論文實證研究和案例研究的核心和基礎。We define three kinds of generalized pascal matrices ( left, right and symmetry ), and discuss the their relations and the cholesky factorial of generalized symmetry pascal matrix. finally, a close relation is obtained between the diagonal of generalized right pascal matrix and a class of recurrence sequences
定義三類(左、右、對稱)廣義pascal矩陣,討論了它們的相互聯系以及廣義對稱pascal矩陣的cholesky分解,並且得到廣義右pascal矩陣的對角化與一類遞歸序列具有緊密的聯系。The concept of a secondary diagonalizable ( sdiagonalizable ) matrix over quaternion field is defined, necessary and sufficient conditions for determining whether a matrix over quaternion field is a sdiagonalizable matrix are studied, and a method of finding sdiagonalizable matrices is given
摘要給出了四元數矩陣次對角化的定義,研究了一個四元數矩陣可次對角化的充要條件,並給出了使其次對角化的一個方法。The minimal polynomial and matrix opposite angle
最小多項式與矩陣的對角化The conditions of simultaneous diagonalization of two matrices are given
摘要給出兩個矩陣同時合同對角化與同時相似對角化的一些條件。The results indicate that the serial and parallel optimization for fft, phase compensation and matrix transpose has the most significance for sar imaging performance
分析結果認為,對sar成像處理的優化,主要是對fft 、相位補償運算和矩陣轉角運算等3類典型運算的串列優化和并行優化。Chapter 4 gives out the blind detection algorithm of unknown fh signal using multi - hop autocorrelation technique and blind signal separation algorithm using joint approximate diagonalisation of eigen - matrices ( jade ) technique. some elementary simulation results are also presented here
第四章對用多跳自相關技術做跳頻信號盲檢測以及用特徵矩陣聯合對角化技術( jade )做跳頻信號盲分離的演算法做了研究和模擬。分享友人