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A real inversion formula for the Laplace transform
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Best approximation in reproducing kernel Hilbert spaces
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Regularized inversion of integral transformations of Mellin convolution type
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The Weierstrass transform and an isometry in the heat equation
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Linear integrodifferential equations and the theory of reproducing kernels
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Saitoh S, 2000 Linear integrodifferential equations and the theory of reproducing kernels In: C. Corduneanu and I. W. Sandberg (Eds.) Stability and Control: Theory, Methods and Applications, Volume 10, Volterra Equations and Applications, Gordon and Breach Science Publishers Amsterdam
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Saitoh, S, Tuan, Vu Kim, and Yamamoto, M. 2001. Conditional stability of a real inverse formula for the Laplace transform. Z. Anal. Anw., 20: 193–202.
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The inverse problem of a Gaussian convolution and its application to the finite size of measurement chambers/detectors in photon and proton dosimetry
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