8.14 Row Partition of a Matrix

Types: N/A
Examples: N/A
Constructions: 8.15 Column and Row Partition of Identity Matrix
Generalizations: N/A

Properties: N/A
Sufficiencies: N/A
Questions: N/A

Row Partition of a Matrix

Let a matrix $A \in R^{m \times n}$ . Then we can define $A$ using a row partition as

A = {[\begin{matrix} A (1, :) \\ A (2, :) \\ ⋮ \\ A (m, :) \end{matrix}]}_{m \times n}