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Maryam Shams Solary

Observed names: M. Shams, M. Shams Solary, Maryam SHAMS SOLARY
ORCID: 0000-0002-8911-3903
Observed ORCID: 0000-0002-8911-3903
OpenAlex ID: A5079355709
Computational algorithms for computing the inverse of a square matrix, quasi-inverse of a non-square matrix and block matrices
2006 · H. Saberi Najafi, M. Shams Solary · Applied Mathematics and Computation · 40
Finding eigenvalues for heptadiagonal symmetric Toeplitz matrices
2013 · Maryam Shams Solary · Journal of Mathematical Analysis and Applications · 20
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Converting a Chebyshev polynomial to an ordinary polynomial with series of powers form
2018 · Maryam Shams Solary · Journal of Interdisciplinary Mathematics · 11
From matrix polynomial to determinant of block Toeplitz–Hessenberg matrix
2023 · Maryam Shams Solary · Numerical Algorithms · 3
Inverting a k-heptadiagonal matrix based on Doolitle LU factorization
2022 · Maryam Shams Solary, Mehran Rasouli · Applied mathematics/Applied Mathematics. A Journal of Chinese Universities/Gao-xiao yingyong shuxue xuebao · 3
Shifting algorithms with Maple and implicit shift in the QR algorithm
2004 · H.Saberi Najafi, M. Shams · Applied Mathematics and Computation · 3
Spectral characterizations and integer powers of tridiagonal 2-Toeplitz matrices
2024 · Maryam Shams Solary, Stefano Serra-Capizzano · Numerical Algorithms · 2
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Computational properties of pentadiagonal and anti-pentadiagonal block band matrices with perturbed corners
2019 · Maryam Shams Solary · Soft Computing · 2
Sparse sums with bases of Chebyshev polynomials of the third and fourth kind
2016 · Maryam SHAMS SOLARY · TURKISH JOURNAL OF MATHEMATICS · 2
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Determinant for the cyclic heptadiagonal matrices with Toeplitz structure
2019 · Maryam Shams Solary, Ensieh Sadeghy · Afrika Matematika · 1
The exponential functions of central-symmetric $X$-form matrices
2016 · Amir Sadeghi, Maryam Shams Solary · Journal of mathematical modeling · 1
Developing an Improved Shift-and-Invert Arnoldi Method
2010 · H. Saberi Najafi, Maryam Shams Solary, et al. · Applications and Applied Mathematics: An International Journal (AAM) · 1
A new algorithm for computing the inertia of eigenproblems and
2008 · H. Saberi Najafi, M. Shams Solary · Applied Mathematics and Computation · 1
Some analysis for block matrices with the Jordan canonical form
2025 · Maryam Shams Solary · Mathematical Foundations of Computing
A review for finding determinants of some band matrices
2025 · Maryam Shams Solary · Soft Computing
Distribution of eigenvalues for sub-skewtriagonal Hankel matrices
2021 · Maryam Shams Solary · Journal of mathematical modeling
The smallest singular value of certain Toeplitz-related parametric triangular matrices
2021 · Maryam Shams Solary, Alexander Kovačec, et al. · Special Matrices
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A Numerical Solution of Fractional Optimal Control Problems Using Spectral Method and Hybrid Functions
2018 · Seyed Mehdy Shafiof, Javad Askari, et al. · DOAJ (DOAJ: Directory of Open Access Journals)
Inertia for symmetric Toeplitz matrices
2017 · Maryam Shams Solary · Journal of Discrete Mathematical Sciences and Cryptography
Numerical Experiments for Finding Roots of the Polynomials in Chebyshev Basis
2017 · Maryam Shams Solary · Applications and Applied Mathematics: An International Journal (AAM)
Finding the Smallest Eigenvalue by Properties of Semidefinite Matrices.
2013 · Maryam Shams Solary
A new method for assigning, the eigenvalues sign in equations (Ax = λx) and (Ax = λBx)
2008 · H. Saberi Najafi, Maryam Shams Solary
Works count: 22
Citation count: 90
H-index: 3
I10-index: 3
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