7 Ergebnisse.

This 1925 book is part of a set which expands upon a series of lectures dealing with rectangular matrices and determinoids.

This 1913 book forms part of a three-volume work dealing with rectangular matrices and determinoids as distinguished from square matrices and determinants.

This 1913 book forms part of a three-volume work dealing with rectangular matrices and determinoids as distinguished from square matrices and determinants.

Excerpt from Matrices and Determinoids, Vol. 2HE author's chief aim in writing this book was to give a systematic account of certain applications of matrices, particularly of, rectangular matrices as distinguished from square matrices, and thereby to illustrate the very great advantages gained by using them in almost all branches of Mathematics. It originated in a habit of using matrices freely in, the solu tion of problems in Algebra, Geometr...

Excerpt from Matrices and Determinoids, Vol. 1If m and n are unequal, either a vertical row contains more elements than a horizontal row, or a horizontal row contains more elements than a vertical row. Those rows, horizontal or vertical, which contain the greater number of elements will be called long rows, and the other rows will be called short rows. The number of long rows is equal to the efficiency of the matrix.In the special case in whic...

Excerpt from Matrices and Determinoids, Vol. 1If m and n are unequal, either a vertical row contains more elements than a horizontal row, or a horizontal row contains more elements than a vertical row. Those rows, horizontal or vertical, which contain the greater number of elements will be called long rows, and the other rows will be called short rows. The number of long rows is equal to the efficiency of the matrix.In the special case in whic...

Excerpt from Matrices and Determinoids, Vol. 2HE author's chief aim in writing this book was to give a systematic account of certain applications of matrices, particularly of, rectangular matrices as distinguished from square matrices, and thereby to illustrate the very great advantages gained by using them in almost all branches of Mathematics. It originated in a habit of using matrices freely in, the solu tion of problems in Algebra, Geometr...