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Inverse and Moore–Penrose inverse of conditional matrices via convolution
Moore–Penrose inverse emerges in statistics, neural networks, machine learning, applied physics, numerical analysis, tensor computations, solving...
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Moore−Penrose inverse of the singular conditional matrices and its applications
The purpose of this paper is to provide a broad results on the investigation of the Moore–Penrose inverses of singular conditional matrices formed by...
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Generalized hyper-Lucas numbers and applications
In this paper, we give some combinatorial properties of a new generalization of hyper-Lucas numbers in order to extend the Cassini determinant. We...
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On the spectral norms of some circulant matrices with the trigonometric functions
In this paper, we use the properties of an r -circulant matrix and a geometric circulant matrix to study the spectral norms of the r -circulant matrix...
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The spectral norms of geometric circulant matrices with the generalized k-Horadam numbers
In this paper, we use the algebra methods, the properties of the r -circulant matrix and the geometric circulant matrix to study the upper and lower...