Pages that link to "Item:Q3068340"

The following pages link to Convolutions for the Fourier transforms with geometric variables and applications (Q3068340):

Displaying 18 items.

• The Hermite functions related to infinite series of generalized convolutions and applications (Q371641) (← links)
• On the convolutions of Fourier-type transforms (Q651847) (← links)
• Operational properties of two integral transforms of Fourier type and their convolutions (Q1049591) (← links)
• A general geometric Fourier transform convolution theorem (Q1945456) (← links)
• Convolution for a pair of quadratic-phase Hankel transforms (Q2189989) (← links)
• Nonclassical convolutions and their uses (Q2347218) (← links)
• Demystification of the geometric Fourier transforms and resulting convolution theorems (Q2809506) (← links)
• On the polyconvolution for Hartley, Fourier cosine and Fourier sine transforms (Q2854299) (← links)
• Operator properties and Heisenberg uncertainty principles for a un-unitary integral operator (Q2880437) (← links)
• The genesis of convolution in Fourier analysis with applications (Q2907400) (← links)
• An Approach for Developing Fourier Convolutions and Applications (Q2949309) (← links)
• (Q3736055) (← links)
• (Q4338232) (← links)
• On applications of residual lifetimes of compound geometric convolutions (Q4668002) (← links)
• On the Hartley superconvolution (Q5374305) (← links)
• On the polyconvolution with weight function \(\gamma (y) = \cos y\) for Hartley integral transforms \({\mathcal{H}}_1\), \({\mathcal{H}}_2\), \({\mathcal{H}}_1\) and integral equations (Q6083232) (← links)
• On the integral equations via Hartley superconvolutions (Q6599112) (← links)
• On the polyconvolution operator related to Hartley integral transforms \(H_1\), \(H_2\), \(H_2\) and its applications (Q6650994) (← links)