Lingaku- sparse matrixmathematics
noun (common) (futsuumeishi)
Forms
Generated definitions (experimental)
- sparse matrix
This term refers to a matrix in which most of the elements are zero. Sparse matrices are commonly used in numerical analysis and computer science because they can save memory and allow for more efficient computations compared to dense matrices.
Generated collocations (experimental)
そぎょうれつ疎行列をつかう使うto use a sparse matrixそぎょうれつ疎行列のていぎ定義definition of a sparse matrixそぎょうれつ疎行列をしょり処理するto process a sparse matrixそぎょうれつ疎行列のえんざん演算operations on a sparse matrixそぎょうれつ疎行列のめりっとメリットadvantages of a sparse matrixそぎょうれつ疎行列をひょうげん表現するto represent a sparse matrixそぎょうれつ疎行列とみつ密ぎょうれつ行列のちがい違いdifference between a sparse matrix and a dense matrixそぎょうれつ疎行列のおうよう応用applications of sparse matricesそぎょうれつ疎行列をさいてき最適かする化するto optimize a sparse matrixそぎょうれつ疎行列のあるごりずむアルゴリズムalgorithms for sparse matrices