- #1
jsr9119
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Hey guys,
I'm doing a paper on the Radon transform and several sources I've come across cite the Lebesgue integral as a necessary tool to handle measures in higher order transforms.
But, Radon's original paper employs the Riemann-Stieltjes integral in its place.
I read that Lebesgue is more general and so Radon could have used it in place of RSI. Is this the case?
Thanks,
Jeff
I'm doing a paper on the Radon transform and several sources I've come across cite the Lebesgue integral as a necessary tool to handle measures in higher order transforms.
But, Radon's original paper employs the Riemann-Stieltjes integral in its place.
I read that Lebesgue is more general and so Radon could have used it in place of RSI. Is this the case?
Thanks,
Jeff