Pages that link to "Item:Q1928181"
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The following pages link to Solving singular convolution equations using the inverse fast Fourier transform. (Q1928181):
Displaying 9 items.
- Singular integral equations of convolution type with Cauchy kernel in the class of exponentially increasing functions (Q2008366) (← links)
- Solvability of some classes of singular integral equations of convolution type via Riemann-Hilbert problem (Q2067724) (← links)
- Existence of analytic solutions for some classes of singular integral equations of non-normal type with convolution kernel (Q2676773) (← links)
- Uniqueness and existence of solutions to some kinds of singular convolution integral equations with Cauchy kernel via R-H problems (Q2701344) (← links)
- Numerically inverting a class of singular Fourier transforms: theory and application to mountain waves (Q4739629) (← links)
- ON SOLVABILITY OF SINGULAR INTEGRAL-DIFFERENTIAL EQUATIONS WITH CONVOLUTION (Q5859387) (← links)
- An efficient method for singular integral equations of non-normal type with two convolution kernels (Q5884220) (← links)
- A new efficient method for two classes of singular convolution integral equations of non-normal type with Cauchy kernel (Q6599667) (← links)
- Noetherian solvability for convolution singular integral equations with finite translations in the case of normal type (Q6617578) (← links)
