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Characterization of Relationships Between the Domains of Two Linear Matrix-Valued Functions with Applications
[post]

2020
unpublished

One of the typical forms of linear matrix expressions (linear matrix-valued functions) is given by $A + B_1X_1C_1 + \cdots + B_kX_kC_k$, where $X_1, \ldots, X_k$ are independent variable matrices of appropriate sizes, which include almost all matrices with unknown entries as its special cases. The domain of the matrix expression is defined to be all possible values of the matrix expressions with respect to $X_1, \ldots, X_k$. I this article, we approach some problems on the relationships

doi:10.20944/preprints202005.0025.v1
fatcat:ktnzlck3fzah7cziam4f6usjya