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    Matrix Direct Sum

    Definition

    The matrix direct sum of n matrices constructs a block diagonal matrix from a set of square matrices, i.e., ⊕_(i = 1)^n A_i | = | diag(A_1, A_2, ..., A_n) | = | [A_1 | | | | A_2 | | | | ⋱ | | | | A_n].

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