A new distance d(A) on Laplace transformations of probability distributions on R+ is given. The new complete metric space is shown to be homeomorphic to the topological probability distributions space on R+ with weak convergence. A new estimator for the fluorescence source distribution is described.
Laplace transformation and weak convergence with an application to Fluorescence Resonance Energy Transfer (FRET) / G. Aletti. - In: APPLIED MATHEMATICS LETTERS. - ISSN 0893-9659. - 19:10(2006 Oct), pp. 1057-1061.
Laplace transformation and weak convergence with an application to Fluorescence Resonance Energy Transfer (FRET)
G. AlettiPrimo
2006
Abstract
A new distance d(A) on Laplace transformations of probability distributions on R+ is given. The new complete metric space is shown to be homeomorphic to the topological probability distributions space on R+ with weak convergence. A new estimator for the fluorescence source distribution is described.
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