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EXISTENCE AND UNIQUENESS CONDITIONS FOR SOLUTIONS OF LINEAR FUNCTIONAL EQUATIONS IN THE CLASSES OF LEBESGUE FUNCTIONS ANTIDERIVATIVES ON A SIMPLE SMOOTH CURVE - MaRDI portal

EXISTENCE AND UNIQUENESS CONDITIONS FOR SOLUTIONS OF LINEAR FUNCTIONAL EQUATIONS IN THE CLASSES OF LEBESGUE FUNCTIONS ANTIDERIVATIVES ON A SIMPLE SMOOTH CURVE (Q5067351)

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scientific article; zbMATH DE number 7501889
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EXISTENCE AND UNIQUENESS CONDITIONS FOR SOLUTIONS OF LINEAR FUNCTIONAL EQUATIONS IN THE CLASSES OF LEBESGUE FUNCTIONS ANTIDERIVATIVES ON A SIMPLE SMOOTH CURVE
scientific article; zbMATH DE number 7501889

    Statements

    EXISTENCE AND UNIQUENESS CONDITIONS FOR SOLUTIONS OF LINEAR FUNCTIONAL EQUATIONS IN THE CLASSES OF LEBESGUE FUNCTIONS ANTIDERIVATIVES ON A SIMPLE SMOOTH CURVE (English)
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    1 April 2022
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    singular integral equations
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    linear functional equations
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    Lebesgue functions
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    antiderivatives
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