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Physical Sciences and Mathematics Commons™
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Articles 1 - 5 of 5
Full-Text Articles in Physical Sciences and Mathematics
A Mixed Problem For A Fourth Order Equation With Singular Coefficients In A Rectangular, A.S V. Berdishev, M. Azizov
A Mixed Problem For A Fourth Order Equation With Singular Coefficients In A Rectangular, A.S V. Berdishev, M. Azizov
Scientific journal of the Fergana State University
In the present work with spectral method it was proved the uniqueness and existence of the solution of the mixed problem for a fourth order equation with singular coefficients in a rectangular domain.
A Mixed Problem For A Fourth Order Equation With Singular Coefficients In A Rectangular, A.S V. Berdishev, M. Azizov
A Mixed Problem For A Fourth Order Equation With Singular Coefficients In A Rectangular, A.S V. Berdishev, M. Azizov
Scientific journal of the Fergana State University
In the present work with spectral method it was proved the uniqueness and existence of the solution of the mixed problem for a fourth order equation with singular coefficients in a rectangular domain.
About Local And Non-Local Problems For A Fractional Order Ordinary Differential Equation, D. Oripov
About Local And Non-Local Problems For A Fractional Order Ordinary Differential Equation, D. Oripov
Scientific journal of the Fergana State University
Boundary-value problems local and non-local conditions for a fractional ordinary differential equation were set and solutions of these problems were found explicitly
Local And Non-Local Problems For Ordinary Differential Equation Of Fractional Order, D. Oripov
Local And Non-Local Problems For Ordinary Differential Equation Of Fractional Order, D. Oripov
Scientific journal of the Fergana State University
In the article boundary-value problems with two-points and integral conditions for a ordinary differential equation of fractional order are set and solutions of these problems are found explicitly
Problem With Integral Condition For Integro Differential Equation With Constant Coefficient Of Bessel’S Function Included Imaginary Argument, M. Abdumannopov
Problem With Integral Condition For Integro Differential Equation With Constant Coefficient Of Bessel’S Function Included Imaginary Argument, M. Abdumannopov
Scientific journal of the Fergana State University
In the article a problem with integral condition for integro differential equation with constant coefficient of Bessel’s function which includes imaginary argument is studied.