V2EX dense matrix

Dense Matrix

释义 Definition

稠密矩阵:在线性代数中,指矩阵中大多数元素都是非零的矩阵(与“稀疏矩阵”相对)。在计算中,稠密矩阵通常用连续内存存储,适合常规矩阵运算,但当规模很大时会更耗内存与计算量。

发音 Pronunciation (IPA)

/dns metrks/

例句 Examples

A 3×3 dense matrix is easy to store in memory.
一个 3×3 的稠密矩阵很容易存储在内存中。

For large-scale simulations, switching from a dense matrix to a sparse one can dramatically reduce computation time.
在大规模仿真中,把稠密矩阵换成稀疏矩阵往往能显著减少计算时间。

词源 Etymology

dense 来自拉丁语 densus,意为“稠密的、紧密的”;matrix 来自拉丁语 matrix,本义与“母体/孕育者”相关,后来在数学中引申为“承载并组织数据的表格结构”。合起来 dense matrix 就是“元素分布很‘密’的矩阵”。

相关词 Related Words

文学与名著用例 Literary Works

  • Introduction to Linear Algebra(Gilbert Strang)在讲解矩阵运算与计算代价时常对比稠密矩阵与稀疏矩阵。
  • Matrix Computations(Gene H. Golub & Charles F. Van Loan)数值线性代数经典教材,系统讨论稠密矩阵计算与分解方法。
  • Numerical Linear Algebra(Lloyd N. Trefethen & David Bau III)涉及稠密矩阵的分解、稳定性与复杂度分析。
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