This paper introduces the R package FKSUM, which offers fast and exact evaluation of univariate kernel smoothers. The main kernel computations are implemented in C++, and are wrapped in simple, intuitive and versatile R functions. The fast kernel computations are based on recursive expressions involving the order statistics, which allows for exact evaluation of kernel smoothers at all sample points in log-linear time. In addition to general purpose kernel smoothing functions, the package offers purpose built and readyto-use implementations of popular kernel-type estimators. On top of these basic smoothing problems, this paper focuses on projection pursuit problems in which the projection index is based on kernel-type estimators of functiona...
The asymptotic mean integrated squared error (AMISE) and the kernel efficiency (KE) of kernel distri...
For local and average kernel based estimators, smoothness conditions ensure that the kernel order de...
The computational complexity of evaluating the kernel density estimate (or its derivatives) at m eva...
Kernel smoothing refers to a general methodology for recovery of underlying structure in data sets. ...
Poszukiwanie funkcji gęstości może sprawiać duże problemy, szczególnie wtedy, gdy dane mają specyfic...
In this paper we describe the Xlisp-Stat version of the sm library, a software for applying nonparam...
Kernel smoothing is one of the most widely used non-parametric data smoothing techniques. We introdu...
In this paper we describe the Xlisp-Stat version of the sm library, a software for applying nonpara-...
Kernel smoothing is one of the most widely used non-parametric data smoothing tech-niques. We introd...
One approach to improving the running time of kernel-based machine learning methods is to build a sm...
Kernel density estimators have been studied in great detail. In this note a new family of kernels, d...
Results on nonparametric kernel estimators of density differ according to the assumed degree of dens...
For kernel-based estimators, smoothness conditions ensure that the asymptotic rate at which the bias...
AbstractWe develop mathematical models for high-dimensional binary distributions, and apply them to ...
This article is the first of a series devoted to providing a way to correctly explore stock market d...
The asymptotic mean integrated squared error (AMISE) and the kernel efficiency (KE) of kernel distri...
For local and average kernel based estimators, smoothness conditions ensure that the kernel order de...
The computational complexity of evaluating the kernel density estimate (or its derivatives) at m eva...
Kernel smoothing refers to a general methodology for recovery of underlying structure in data sets. ...
Poszukiwanie funkcji gęstości może sprawiać duże problemy, szczególnie wtedy, gdy dane mają specyfic...
In this paper we describe the Xlisp-Stat version of the sm library, a software for applying nonparam...
Kernel smoothing is one of the most widely used non-parametric data smoothing techniques. We introdu...
In this paper we describe the Xlisp-Stat version of the sm library, a software for applying nonpara-...
Kernel smoothing is one of the most widely used non-parametric data smoothing tech-niques. We introd...
One approach to improving the running time of kernel-based machine learning methods is to build a sm...
Kernel density estimators have been studied in great detail. In this note a new family of kernels, d...
Results on nonparametric kernel estimators of density differ according to the assumed degree of dens...
For kernel-based estimators, smoothness conditions ensure that the asymptotic rate at which the bias...
AbstractWe develop mathematical models for high-dimensional binary distributions, and apply them to ...
This article is the first of a series devoted to providing a way to correctly explore stock market d...
The asymptotic mean integrated squared error (AMISE) and the kernel efficiency (KE) of kernel distri...
For local and average kernel based estimators, smoothness conditions ensure that the kernel order de...
The computational complexity of evaluating the kernel density estimate (or its derivatives) at m eva...