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Reparametrizations and differential geometry
1988It is often pertinent for the statistician to investigate how various quantities, such as combinants or arrays of combinants or confidence regions, behave under reparametrizations of the given statistical model. In particular, it is of interest to know whether the quantities are parametrization invariant, as discussed in section 1.3.
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Reparametrization in deep learning
2018L'apprentissage profond est une approche connectioniste à l'apprentissage automatique. Elle a pu exploiter la récente production massive de données numériques et l'explosion de la quantité de ressources computationelles qu'a amené ces dernières décennies.
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Analytic mixing reparametrizations of irrational flows
Ergodic Theory and Dynamical Systems, 2002Summary: We give an example of a strictly positive analytic reparametrization (or time change) of an irrational flow on \(\mathbb T^3\) that is mixing. As an immediate application we obtain perturbations of completely integrable Hamiltonian systems that display many invariant tori on which the restricted dynamics is mixing.
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Inversion, Degree and Reparametrization for Rational Surfaces
2007Let P be a rational affine parametrization of an algebraic surface ν, and let ϕP : K2 → v t → P(t) be the rational map induced by P. In this survey, we consider three different problems. First we deal with the problem of deciding whether ϕP is birational (i.e.
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Reparametrization of Deformation Analysis
manuscripta geodaetica, 1983Haim B. Papo, A. Perelmuter
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Reparametrization of a rational ruled surface using the μ-basis
Computer Aided Geometric Design, 2003Falai Chen
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Numerical Proper Reparametrization of Space Curves and Surfaces
CAD Computer Aided Design, 2019Li-Yong Shen +2 more
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