This quantity measures how nested a set is. In linear algebra, this term refers to the number of column vectors that form a basis for the columns of a matrix, which always equals the number of row vectors that form a basis for the rows of the matrix.
This quantity measures how nested a set is. In linear algebra, this term refers to the number of column vectors that form a basis for the columns of a matrix, which always equals the number of row vectors that form a basis for the rows of the matrix. In statistics, this word is represented by the last letter in the abbreviation MRR, the first two words being Mean Reciprocal. In graph theory, it refers to the number of nodes minus the number of components, and the linear algebra definition can be applied to adjacency matrices. Give this four-letter word that sometimes is used to describe how many dimensions something has.
This quantity measures how nested a set is. In linear algebra, this term refers to the number of column vectors that form a basis for the columns of a matrix, which always equals the number of row vectors that form a basis for the rows of the matrix.
Rank