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Critical solutions of nonlinear equations: local attraction for Newton-type methods
Izmailov A.F., Kurennoy A.S., Solodov M.V.
) solution. Those results are related to the ones due to A. Griewank for the basic Newton method but are also
On analytical solutions of the ZK equation and related equations by using the generalized (GG0 )-expansion method
Telezhko I., Dengaev A., Iarkhamova A., Revyakina E., Kolcova N.
The generalized (GG0 )-expansion method with the aid of Maple is proposed to seek exact solutions
Optical solitons and other solutions to Kaup–Newell equation with Jacobi elliptic function expansion method
Ahmed H.M., Rabie W.B., Ragusa M.A.
terms in birefringent fibers. We employed Jacobi elliptic function expansion method in order
Small Variations of Basic Solution Method for Non-numerical Optimization
Diveev A.I.
The universal method for the solution of problems of non-numerical optimization is considered
Iterative solution methods for mixed equilibrium problems and variational inequalities with non-smooth functions
Konnov I.
functions is considered. We describe some recent advances in the theory and solution methods for such mixed
Permeability of histohematic barriers of the small intestine during perfusion with some preserving solutions
Kulik V.P., Genyk S.N., Krysa V.M.
solutions
Local Attractors of Newton-Type Methods for Constrained Equations and Complementarity Problems with Nonisolated Solutions
Fischer A., Izmailov A.F., Solodov M.V.
of Newton-type methods is well defined and necessarily converges to this specific solution (despite
Existence of solutions of fractional p-Laplacian systems with different critical Sobolev-Hardy exponents
Nyamoradi N., Kirane M.
-Hardy exponents. By variational methods and the Mountain-Pass lemma, positive minimizers of the related best
Numerical solution of the problem of beam analysis with the use of b-spline finite element method
Akimov P.A., Mozgaleva M.L., Kaytukov T.B.
Numerical solution of the problem of beam analysis (bending analysis of the Bernoulli beam
Solution calorimetry of organic nonelectrolytes as a tool for investigation of intermolecular interactions
Solomonov B., Novikov V.
. It demonstrates that solution calorimetry method gives the opportunities of more detailed understanding of various

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