vector n. 1.【数】矢量;向量 2.【生】(传染疾病的)介体、载体 3.【术语】(航空器的)航线 duplex independent 【计】 双工独立的 device independent 与设备无关 host independent 【计】 与主机无关的 machine independent 独立于机器的,机器独立程序 space independent 空间不相关的 four vector 四元...
A vector in the span of a list does not necessarily have unique representation. If it does, then we say this list is linearly independent. Otherwise, we say this list is linearly dependent. Given a list of linearly dependent vectors, we can always find a vector that is a linear combinatio...
linearly independent vector 英 [ˈlɪnɪəli ˌɪndɪˈpendənt ˈvektə(r)] 美 [ˈlɪniərli ˌɪndɪˈpendənt ˈvektər]网络 线性无关的向量; 线...
Suppose there is a vector w∉span K , then K∪{w} is linearly independent and this contradicts our choice of a maximal K . c. (extension lemma) in a finite dimensional vector space, every linearly independent set extends to a basis, i.e, every linearly independent set is contained in...
英文 linearly independent vector 中文 【计】 线性无关向量最新查询: linear weighte linear-logarit linear-phase linear-regress linear-sweep d linear-sweep g linearis myias linearity linearity cont linearity curv linearity erro linearity rang linearity-grad linearity-grad linearization linearize linearized ...
Let be linearly independent vectors in. If k < n and is a vector that is not in Span ( ) , then the vectors , are linearly independent. 答案:正确 单项选择题 关于事故调查的《国际民航法公约》的附件是() A、附件10 B、附件11 C、附件12 ...
We take the y axis along the vector κ, i.e. κ = (0, κy) = (0, κ). Then two fundamental types of linearly independent solutions are obtained. One is a completely decoupled purely transverse solution of the form given by the one-column matrices: (5.7)|iκ2+kT2kTcos(kTz)...
Vector fieldTangent spaceComplex structureIn this paper are found θ(n) linearly independent vector fields on the Grassmann manifold Gk(V) of k-planes in n-dimensional Euclidean vector space if k is odd number, where θ(n) is the maximal number of linearly independent vector fields on Sn1,...
How do you determine if a set of vectors span \mathbb{R}^3? If {vector u, vector v} is linearly independent, prove that {2 vector u, vector v - vector u} is also linearly independent. Find the values of 'c' for which the vectors v_1= (1,0,1), v_2=(1,2,-3), v_3=...
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