Results 91 to 100 of about 16,180 (243)
Pricing American options with Mellin transforms [PDF]
Mellin transforms in option pricing theory were introduced by Panini and Srivastav (2004). In this contribution, we generalize their results to European power options.
Frontczak, Robert, Schöbel, Rainer
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An asymptotic expansion of continuous Wavelet transform for large dilation parameter
In this paper , we derive asymptotic expansion of the wavelet transform for large values of the dilation parameter a by using Lopez and Pagola technique.
Ashish Pathak+2 more
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Fourier–Mellin Transforms for Circular Domains [PDF]
Generalized Fourier–Mellin transforms for analytic functions defined in simply connected circular domains are derived. Circular domains are taken to be those with boundaries that are a finite union of circular arcs, including straight line edges. The results are an extension to circular domains of the generalized Fourier transforms for convex polygons (
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Scale invariant optical correlation using Mellin transforms [PDF]
David Casasent, Demetri Psaltis
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On the Ranges of Mellin Multiplier Transformations
AbstractThe ranges of Mellin multiplier transformations are considered when the multiplier has zeros. Applications are made to Bilateral Laplace and Fourier multiplier transformations.
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INTEGRAL TRANSFORMS WITH THE HOMOTOPY PERTURBATION METHOD AND SOME APPLICATIONS [PDF]
This paper applies He's homotopy perturbation method to compute a large variety of integral transforms. As illustration, the paper gives special attention to the Esscher transform, the Fourier transform, the Hankel transform, the Mellin transform, the ...
Jules Sadefo Kamdem
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A Green′s function for a convertible bond using the Vasicek model
We consider a convertible security where the underlying stock price obeys a lognormal random walk and the risk-free rate is given by the Vasicek model.
R. Mallier, A. S. Deakin
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Some triple equations involving inverse finite Mellin transforms [PDF]
J. Tweed
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HARMONIC SUMS, MELLIN TRANSFORMS AND INTEGRALS [PDF]
This paper describes algorithms to deal with nested symbolic sums over combinations of harmonic series, binomial coefficients and denominators. In addition it treats Mellin transforms and the inverse Mellin transformation for functions that are encountered in Feynman diagram calculations.
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A summation formula concerning the Mellin Transform
We derive a new summation formula involving Mellin transform. We apply this formula to sum various series related to elliptic integrals and theta functions.
M. Glasser+2 more
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