9 May 2020 In this paper, our formulation generalizes the fractional power series to the matrix form and a new version of the matrix fractional Taylor's series is 



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Matrix series in order

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Matrix series in order

Let's try the Hilbert-Schmidt norm, defined by. A, B = Tr. ⁡. A † B. ∥ A ∥ 2 = A, A = ∑ i, j a j i ∗ a j i = ∑ i, j | a i j | 2. ∥ A ∥ ≥ 0. This definition and the information given together imply that if A is a m×m matrix, ∥ A ∥ 2 < ∑ i, j 1 = m 2. The norm satisfies.

Matrix series in order

This does not mean the truncation order of the actual series.

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When placed into the sulcus, the matrix is stabilized and marginally sealed by the papilla.

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Order of a matrix is determined by the number of rows and columns the matrix consists.For example if a matrix is 2 X 5 matrix where 2 is the no. of rows and 5 is the no. of columns then the order of the matrix is 2 X 5.

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