2025/12/5
فارسی
Mansour Dana

Mansour Dana

Academic rank: Associate Professor
ORCID:
Education: PhD.
H-Index:
Faculty: Faculty of Science
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E-mail: mdana [at] uok.ac.ir
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Education

  • PhD. in Applied mathematics , Moscow State University , Russia (2002 - 2006)
    Thesis title: Generalized minimal residual method to solve systems of equations
  • MSc. in Pure Mathematics , Shahid Chamran of Ahvaz , Iran (1992 - 1994)
    Thesis title: Regular modules
  • BSc. in Pure Mathematics (1987 - 1991)
    Thesis title:
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Courses

Bachelor Of Science
Master Of Science
PHD

Research activities

Journal Papers
On the Normality of the Sum of an Operator with its Drazin Inverse Mansour Dana, Ramesh Yousefi, ّFatemeh Kovsari (2025)
On D-hyponormal operators Mansour Dana, Ramesh Yousefi, ّFatemeh Kovsari (2025)
Generalizations of some classical theorems to D-normal operators on Hilbert spaces‎ Mansour Dana, Ramesh Yousefi (2020)
On a New Class of Generalized Normal Operators Mansour Dana, Ramesh Yousefi (2019)
On Linear Operators For Which $TT^D$ Is Normal Ramesh Yousefi, Mansour Dana (2019)
Some results on the classes of D-normal operators and n-power D-normal operators‎ Mansour Dana, Ramesh Yousefi (2019)
Generalizations of Some Conditions for Drazin Inverses of the Sum of Two Matrices Ramesh Yousefi, Mansour Dana (2018)
On the classes of D-normal operators and D-quasi-normal operators on Hilbert space‎ Mansour Dana, Ramesh Yousefi (2018)
Formulas for the Drazin Inverse of Matrices with New Conditions and Its Applications Mansour Dana, Ramesh Yousefi (2017)
On rank-one corrections of complex symmetric matrices. Mansour Dana, Kh. D. Ikramov (2007)
Once again on the solution of systems of linear equations whose matrices are low-rank perturbations of Hermitian matrices. Mansour Dana, Kh. D. Ikramov (2007)
On the codimension of the variety of symmetric matrices with multiple eigenvalues Mansour Dana, Kh. D. Ikramov (2006)
A numerical comparison of two minimal residual methods for linear polynomials in unitary matrices Mansour Dana, Kh. D. Ikramov (2006)
A minimal residual method for linear polynomials in unitary matrices Mansour Dana, Kh. D. Ikramov (2006)
On the solution of systems of linear equations whose matrices are low-rank perturbations of Hermitian matrices. Mansour Dana, Kh. D. Ikramov (2005)
A Minimal Residual Method for a Special Class of Linear Systems with Normal Coefficients Matrices Mansour Dana, A.G. Zykov, Kh. D. Ikramov (2005)
On Low Rank Perturbations of Hermitian and Unitary Matrices Mansour Dana, Kh. D. Ikramov (2004)
Conference Papers
Speech

Executive activities

  • Director of the Department of Mathematics (1378 - 1380)
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