Results 21 to 30 of about 53,984 (288)
Metals, 2022 The classic finite difference method (FDM) has been successfully adopted in the simulation of dendritic solidification, which is based on phase-field theory. Nevertheless, special strategies of boundary integral and projection are required for applying a
Jiangping Xu +5 more
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Nonparametric Bayesian hazard rate models based on penalized splines [PDF]
, 2003 Extensions of the traditional Cox proportional hazard model, concerning the following features are often desirable in applications: Simultaneous nonparametric estimation of baseline hazard and usual fixed covariate effects, modelling and detection of ...
Fahrmeir, Ludwig, Hennerfeind, Andrea
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Pointwise Convergence in Probability of General Smoothing Splines [PDF]
, 2017 Establishing the convergence of splines can be cast as a variational problem which is amenable to a $\Gamma$-convergence approach. We consider the case in which the regularization coefficient scales with the number of observations, $n$, as $\lambda_n=n^{-
Johansen, Adam M., Thorpe, Matthew
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Special form test signals formation based on exponential splines
MECHANICS OF GYROSCOPIC SYSTEMS, 2018 Застосування випробувальних сигналів спеціальної форми, які описуються сумою експонент, дозволяє підвищити продуктивність та спростити процедуру контролю параметрів складних багатоелементних електричних кіл. Для формування таких сигналів запропоновано використати метод дискретного синтезу на основі експоненціальних сплайнових моделей. В
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The Hodrick-Prescott Filter: A special case of penalized spline smoothing
Electronic Journal of Statistics, 2010 zbMATH Open Web Interface contents unavailable due to conflicting licenses.
Paige, Robert L., Trindade, A. Alexandre
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Penalized additive regression for space-time data: a Bayesian perspective [PDF]
, 2003 We propose extensions of penalized spline generalized additive models for analysing space-time regression data and study them from a Bayesian perspective.
Fahrmeir, Ludwig +2 more
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Cardinal approximation of functions by splines on an interval
Mathematical Modelling and Analysis, 2009 The cardinal interpolant of functions on the real line by splines is determined by certain formula free of solving large or infinite systems. We apply this formula to functions given on the interval [0,1] introducing special extensions of functions from [
Gennadi Vainikko
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Mathematical and Computational Applications, 2022 In this research, high-order shape functions commonly used in different finite element implementations are investigated with a special focus on their applicability in the semi-analytical finite element (SAFE) method being applied to wave propagation ...
Elyas Mirzaee Kakhki +7 more
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Two-Stage Spline-Approximation with an Unknown Number of Elements in Applied Optimization Problem of a Special Kind [PDF]
Mathematics and Statistics, 2021 Being a continuation of the paper published in Mathematics and Statistics, vol. 7, No. 5, 2019, this article describes the algorithm for the first stage of spline- approximation with an unknown number of elements of the spline and constraints on its parameters. Such problems arise in the computer-aided design of road routes and other linear structures.
V. I. Struchenkov, D. A. Karpov
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Positivity and Monotonicity Preserving Biquartic Rational Interpolation Spline Surface
Journal of Applied Mathematics, 2014 A biquartic rational interpolation spline surface over rectangular domain is constructed in this paper, which includes the classical bicubic Coons surface as a special case.
Xinru Liu, Yuanpeng Zhu, Shengjun Liu
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