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Formulas For Solutions Of The Riccati’s Equation = Формулы о рещении уравнений Риккати

Avıt ASANOV

In this paper we obtained the formula for the common solution of Riccati equations. Here Riccati equations was solved for common cases. Results obtained have been compared with the conventional ones and a comment has been made on them.- На этом работе мы получили формулу для общего решения уравнений Риккати Для общего случае мы получили решений уравнения Риккати. Полученные результаты соответствует классическими результатами.

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Formulas for solution of Riccati's equationle

Avıt ASANOV

In this paper we obtained the formula for the common solution of Riccati equations. Here Riccati equations was solved for common cases. Results obtained have been compared with the conventional ones and a comment has been made on them.

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The formula for solving a class of Riccati equation

Avıt ASANOV | Elmira ABDILDAYEVA | Kalıskan MATANOVA

In this paper we obtained a formula for the general solution for one class of Riccati equation. This formula was tested on the known results. The existence theorem of solution of Cauchy problem is proved. - Key words: Riccati equation, the general solution, the Cauchy problem

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A class of linear and nonlinear Fredholm integral equations of the third kind

Avıt ASANOV | Kalıskan MATANOVA

In this paper we are applying a new approach to prove the uniqueness and existence theorems for linear and nonlinear Fredholm integral equations of the third kind.

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Solutions to systems of linear Fredholm integral equations of the third kind with multipoint singularities

Avıt ASANOV

A new approach is used to show that the solution for one class of systems of linear Fredholm integral equations of the third kind with multipoint singularities is equivalent to the solution of systems of linear Fredholm integral equations of the second kind with additional conditions. The existence, nonexistence, uniqueness, and nonuniqueness of solutions to systems of linear Fredholm integral equations of the third kind with multipoint singularities are analyzed

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О решениях систем линейных интегральных уравнений фредгольма третьего рода с многоточечными особенностями = Solutions to Systems of Linear Fredholm Integral Equations of the Third Kind with the Multipoint Singularity

Avıt ASANOV

На основе нового подхода показано, что решение для одного класса систем линейных интегральных уравнений Фредгольма третьего рода с многоточечными особенностями эквивалентно решению систем линейных интегральных уравнений Фредгольма второго рода с дополнительными условиями. Изучены вопросы существования, несуществования, единственности и неединственности решения для систем линейных интегральных уравнений Фредгольма третьего рода с многоточечными особенностями

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