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Canonical form of pairs of matrices over arbitrary field

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Properties of blocks in blockmatrix A if the matrix pair (E,A) is regular

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On the equality of the determinant of two matrix polynomials

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Matrix pencil with determinant equal to zero

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Matrix pencil with determinant equal to zero and a symmetry condition

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Definition for finite and infinite zeros of a matrix pencil

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is this matrix decomposition right

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Why there is such a $\mu_0$ such that both $ A-\mu_0 B$ and $C+\mu_0 D$ are both nonsingular matrices?

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