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向量     
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  vector
     Vector Quantization and Image Compression--The Analysis of Theory, The Design of Algorithm, Application and Implementation
     向量量化与图像压缩——理论分析、算法设计、应用、实现
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     Research on Economic Early Warning Methods Based on Support Vector Machine
     基于支持向量机的经济预警方法研究
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     The Research and Implementation of the Key Technologies of a 32-bit High Performance Embedded Vector Microprocessor
     32位高性能嵌入式向量微处理器关键技术的研究与实现
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     Rotating Machinery Failure Diagnosis Based on Support Vector Machine
     基于支持向量机的旋转机械故障诊断
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     Optimization Problems in Support Vector Machines
     支持向量机中最优化问题的研究
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  vectors
     THE DEPENDENCE OF A SYSTEM OF FUZZY VECTORS AND THE RANK OF A FUZZY MATRIX
     Fuzzy向量组的相关性与Fuzzy矩阵的秩
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     THE RELATIONS BETWEEN MATRICES C_p 、 G_p AND PRINCIPAL VECTORS OF A SQUARE MATRIX
     矩阵C_p、G_p与方阵的根向量
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     THE SPACE H~2 OF ANALYTIC FUNCTION VECTORS
     解析函数向量组成的H~2空间
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     THE BOOLEAN VECTORS AND THE FUZZY RELATION EQUATION
     布尔向量与Fuzzy关系方程
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     A Dynamic Substructure Technique Based on Direct Superposition of Ritz Vectors and Static Substructuring
     与静力子结构结合的 Ritz 向量直接迭加法
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  vector of
     Consider the general Linear model Y=Xβ+ε,where Y is n-dimensional vector of observations,βis p-dimensional vector of unobserva- ble stochastic cofficients,E(β)=Aa,VAR(β)=α~2⊿≥0;
     考虑线性模型 Y=Xβ+ε,Y 是可观察的 n 维向量,ε和β是不可观察的 n 维和 p 维随机向量; E(β)=Aα,VAR(β)=σ~2△≥0;
短句来源
     Secondly, we present the general form and background of Q0-1 programmingminf(X)= C~TX + 1/2X~T QX,X∈{0,1}~n(C is a rational vector of order n, Q = (q_ij )_(n×n) is a rational matrix of order n×n),branch and bound algorithm for this model is discussed in detail in this chapter.
     main f(X)=C~TX+1/2X~TQX,X∈{0,1}~n(其中Q=(q_η)_(n×n)是一个n×n阶的有理矩阵,C是一个n维有理向量)的背景及其一般形式,并具体介绍了求解该类模型使用的分支定界算法。
短句来源
     Let T be in the commutant of Volterr a operator V, by construction and calculation, it is proved that if the function f(x)=1 is a cyclic vector of T, then A′(V)=A′(T).
     对于与Volterra算子V交换的算子T,通过构造和计算,证明了:如果f(x)=1是T的一个循环向量,则A′(V)=A′(T).
短句来源
     Consider the mixed model A={y,Xβ,Uζ,σ 2 eV} and its three reduced models, where, X,U=(U 1:…:U k) are the design matrices. β is a vector of unknown parameter, ζ′=(ζ′ 1:…:ζ′ k) are random-effects; V is a nonnegative definite matrix and R(X:U)R(V) .
     考虑混合模型A ={ y,Xβ,Uζ,σ2 eV}和它的三个导出模型 ,其中X ,U =(U1:… :Uk)为已知设计阵 ,β为固定效应向量 ,ζ′=(ζ′1:… :ζ′k)为随机效应向量 ,且V≥ 0 ,R(X :U) R(V) .
短句来源
     samples. The linear quantile regression model is given by:Where Y_i ∈R is an observed dependent variable, X_i is an observed k vector of regressors, β_0 is a k vector of constant parameters, and U_i is an unobserved error that satisfies P(U_i ≤0|X_i)=q,a.
     本文考虑线性分位数回归模型为: Y_i ∈R为可观测的相依变量,X_i为k 维回归向量β_0为k 维的未知回归系数,U_i为不可观测误差,满足P[U_i ≤0|X_i]=q, a.
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  the vector
     ② In middle and lower parts groups, the vector volume increased from (139.17±130.02) cm(cm Hg)2 to 608.10±131.06 cm·(cmHg)2, whereas in high group it increased from (117.01±74.35) cm(cm Hg)2 to (452.17±69.43) cm(cm Hg)2 (P < 0.05).
     ②肛管内的向量容积:中低位畸形和高位畸形组训练后比训练前增加[(608.10±131.06)和(452.17±69.43)cm(cmHg)2,(139.17±130.02)和(117.01±74.35)cm(cmHg)2,P<0.05]。
短句来源
     We prove that if μ is a nonnegative Borel measure on Ω, then the natural inclusion J:C(Ω)→L 1(μ) is an absolutely summing operator and a Pietsch integral operator with ‖J‖ as =‖J‖ pint =μ(Ω), and the regularity of μ guarantee that the vector measure G:Σ→L 1(μ), defined by G(E)=χ E, is the representation measure of J.
     证明了只要μ是非负 Borel测度 ,包含映射 J:C( Ω)→ L1( μ)就是绝对可和算子 ,同时也是 Pietsch积分算子 ,且‖J‖ as=‖J‖ pint=μ( Ω) . 而 μ的正则性保证了由 G( E) =χE定义的向量测度 G是 J的表示测度
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     In this paper the authors determine the vector space \S3((Z-2)\+3).
     在该文中作者决定了向量空间 S3( ( Z2 ) 3) .
短句来源
     THE VECTOR BUNDLE OVER LENS SPACE L~n(4) AND THE RELATED INVOLUTIONS
     透镜空间L~n(4)上的向量丛及相关的对合
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     A Study on Q Value of the Vector Parameters of the Solvent System Selectivity
     溶剂系统向量选择性参数Q值的研究
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  vector
We give explicit systems of generators of the algebras of invariant polynomials in arbitrary many vector variables for the classical reflection groups (including the dihedral groups).
      
The least upper bound for the degrees of elements in a system of generators turns out to be independent of the number of vector variables.
      
(HereM3 denotes the vector space of 3×3 matrices over k andp>amp;gt;3.) The method of proof involves an induction, and is potentially of wide applicability.
      
A basis is calledmonomial if each of its elements is the result of applying to a (fixed) highest weight vector a monomial in the Chevalley basis elementsYα, α a simple root, in the opposite Borel subalgebra.
      
The proof is based on a variant of Moser's method using time-dependent vector fields.
      
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  vectors
Cones of highest weight vectors, weight polytopes, and Lusztig's q-analog
      
We relate the invariant theory of cones of highest weight vectors to weight multiplicities and theirq-analogs.
      
When the characteristic of k is 0, it is known that the invariants of d vectors, d ≥ n, are obtained from those of n vectors by polarization.
      
vectors and to present new covariance expansions and correlation inequalities.
      
We conjecture that (Ω, Λ) is a spectral pair if and only if the translates of some set Ω' by the vectors of Λ tile ?d.
      
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  vector of
Empirical Bayes estimation of the parameter vector θ=(β',σ2)' in a multiple linear regression modelY=Xβ+ε is considered, where β is the vector of regression coefficient, ε∽N(0,σI with σ2 unknown.
      
The verified gene of TIMP-2 was cloned to the Escherichia coli-yeast shuttle vector of pPIC9 to construct a recombinant plasmid pPIC9-T2.
      
A Fuel-Optimal Control by the Velocity Vector of a Multi-Engine Flying Vehicle in the Base of Engine Velocities
      
Problems of polynomial approximation of the distributions of the state vector of multidimensional stochastic systems were discussed.
      
Relationship between the stimulation function and the function of action, which is understood as the dependence of the vector of actions chosen by the agent on its abilities, was studied.
      
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  the vector
(HereM3 denotes the vector space of 3×3 matrices over k andp>amp;gt;3.) The method of proof involves an induction, and is potentially of wide applicability.
      
We are interested in the determination of the vector invariants of H.
      
The proof of the results uses an extension of the Littlewood-Paley-Stein theory of square functions to the vector-valued case and inequalities previously proved by one of the authors in the context of the Riesz transforms of order one.
      
The restrictions, we are interested in, concern the direction of the (vector) values of the Fourier transform.
      
Empirical Bayes estimation of the parameter vector θ=(β',σ2)' in a multiple linear regression modelY=Xβ+ε is considered, where β is the vector of regression coefficient, ε∽N(0,σI with σ2 unknown.
      
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