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basis (linear algebra)中文是什么意思
- 基 (性代)
- basis n. (pl. bases ) 1.基礎(chǔ)；基底；臺座；【 ...
- linear algebra 【數(shù)學(xué)】線性代數(shù)。
- lineare algebra linear algebra 線性代數(shù)
- multiplier algebra for a basis 基的乘子代數(shù)
- computational methods of linear algebra 線性代數(shù)計算方法
- elementary linear algebra 線性代數(shù)初步
- general linear li algebra 一般線性李代數(shù)
- international linear algebra society 國際線性代數(shù)協(xié)會
- linear algebra and complex functions 線性代數(shù)與復(fù)變函數(shù)
- linear algebra and geometry 線性代數(shù)與幾何
- linear algebra and its applications 線性代數(shù)及其應(yīng)用
- linear algebra and projective geometry 線性代數(shù)與射影幾何
- linear algebra theory 現(xiàn)代圖書館學(xué)理論與方法
- linear and matrix algebra 線性代數(shù)和矩陣代數(shù)
- linear and multilinear algebra 線性和多線性代數(shù)
- linear associative algebra 線性結(jié)合代數(shù)
- linear system of algebra 線性代數(shù)系
- linear topological algebra 線性拓?fù)浯鷶?shù)
- list of linear algebra topics 線性代數(shù)相關(guān)條目
- mth applied linear algebra 應(yīng)用線性代數(shù)
- numerical linear algebra 數(shù)值線性代數(shù); 數(shù)字線性代數(shù)
- rank (linear algebra) 矩陣的秩
- basis of linear space 線性空間的基
- blas basic linear algebra subroutine 基本線性代數(shù)子程序
- algebra n. 代數(shù)學(xué)。
In linear algebra, a basis is a set of linearly independent vectors that, in a linear combination, can represent every vector in a given vector space or free module, or, more simply put, which define a "coordinate system" (as long as the basis is given a definite order).Halmos, Paul Richard (1987) Finite-dimensional vector spaces (4th edition) Springer-Verlag, New York, page 10, ISBN 0-387-90093-4 In more general terms, a basis is a linearly independent spanning set.
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