The Journal of the Indian Mathematical Society

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The Inversion of a Convolution Transform whose Kernel is a Generalized Bateman's Function


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1 St. Aloysius' College, Jabalpur (M.P.), India
     

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In the case of some functions it is possible to invert a certain convolution transform by a similar convolution transform. Ta Li [3] has proved this for the kernel which is a Tchebisheff Polynomial and R. Q. Bushman [I] obtained a similar result, when the kernel is a Legendre Polynomial.
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  • The Inversion of a Convolution Transform whose Kernel is a Generalized Bateman's Function

Abstract Views: 223  |  PDF Views: 0

Authors

P. L. Bharatiya
St. Aloysius' College, Jabalpur (M.P.), India

Abstract


In the case of some functions it is possible to invert a certain convolution transform by a similar convolution transform. Ta Li [3] has proved this for the kernel which is a Tchebisheff Polynomial and R. Q. Bushman [I] obtained a similar result, when the kernel is a Legendre Polynomial.