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Special version of collocation method for integral equations of the third kind with fixed singularities in a kernel
singularities in its kernel. We offer and prove a special version of collocation method for its approximate
A special variant of the subdomain method for integral equations of the third kind with singularities in the kernel
Gabbasov N., Zamaliev R.
. For the approximate solving of these equations in the space of distribution we substantiate a new variant
On one polynomial method of solving integral equations of the third kind
Solov’Eva S.
-collocation method for the approximate solving integral equations of the third kind in the general case of zeros
Improving approximation of the beta-distribution for small parameter values
Volodin I., Ponfilyenok M.
The method of sequential improvement of beta-distribution approximation for small parameter values
M.A. Krasnosel’skii theorem and iterative methods for solving ill-posed linear problems with a self-adjoint operator
Matysik, O.V., Zabreiko, P.P.
The paper deals with iterative methods for solving linear operator equations x=Bx+f and Ax
Constructing Mixed Algorithms on the Basis of Some Bundle Method
Yarullin R.
© 2020, Springer Nature Switzerland AG. In the paper, a method is proposed for minimizing a
Convergence of approximate solutions to two-dimensional singular integral equation with Cauchy kernel in the integral metrics
Khairullina L.
to approximate solution to two-dimensional singular integral equation with the Cauchy kernel by the moment method
A minimization algorithm with approximation of an epigraph of the objective function and a constraint set
Zabotin I., Shulgina O., Yarullin R.
problem which belongs to a class of cutting methods. In the algorithm an epigraph of the objective
A Cutting method for finding discrete minimax with dropping of cutting planes
Zabotin I., Yarullin R.
maximum function. In the method some polyhedral set approximates the epigraph of the objective function
Variant of the cutting plane method with approximation of the set of constraints and auxiliary functions epigraphs
of penalty functions. To construct each approximation, the method uses an operation of immersing the epigraph

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