Genrikh Faktorovich gf
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Russian
Professional Interests:
Matrix Computations, Applied Mathematics
Statistics
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Submitted
The preliminary ordered matrix spectrum
It is shown how to order a matrix spectrum before its computation.
8 years ago | 4 downloads |
Submitted
A paradox in using of matrices rows and columns with same indices
elimination rows and columns of same indices gives λ_max,λ_min for any indices.
9 years ago | 0 downloads |
Submitted
A standard form of the eigenpair equation.
"Standard form" implies the form corresponding to the fix point problem scheme
9 years ago | 0 downloads |
Submitted
A set of equation systems instead of the standard algebraic eigenvalue equation.
The system originated in the minor determinant expansion of the equation matrix.
10 years ago | 0 downloads |
Submitted
The fractional coordinates in computation of the range for the matrix spectrum.
It is presented the inequalities which determine the range for any eigenvalue.
10 years ago | 0 downloads |
Submitted
The fractional coordinates in solution of the algebraic eigen problem.
Eq. (4) of file ID#54620 is used as an accelerator in computation of an eigenpair
10 years ago | 0 downloads |
Submitted
An implicit algorithm in solution of the standard algebraic eigenproblem.
A two-step algorithm for solution of the algebraic eigenproblem.
10 years ago | 0 downloads |
Submitted
A change of variables in the algebraic eigenproblem.
The transformation to obtain an unified family of equations.
10 years ago | 0 downloads |
Submitted
A certain range for each element of the matrix spectrum
Each element of the matrix spectrum could be positioned in a certain bounded range.
10 years ago | 0 downloads |
Submitted
Linearization and a preliminary assessment of properties of an algebraic eigenpair.
The linearization has been done by the decomposition into the matrix power series.
11 years ago | 0 downloads |
Submitted
A fixed point scheme’s variant ...
A new transition matrix and the effect of convergence criteria
11 years ago | 0 downloads |
Submitted
The rank-one matrix in a fixed point scheme for the algebraic eigenproblem
It is shown how the usage of a certain rank-one matrix allows controlling a norm of the matrix .
11 years ago | 0 downloads |
Submitted
A fixed point scheme for the standard algebraic eigenproblem.
The usage of the contraction mapping for the algebraic eigen problem.
11 years ago | 0 downloads |
Submitted
A POWER PROCEDURE FOR THE HESSENBERG FORM.
Computation and ordering a part of interest of the matrix spectrum from its Max or Min.
11 years ago | 0 downloads |
