Kernel density estimators are useful building blocks for empirical statistical modeling of precipitation and other hydroclimatic variables. Data driven estimates of the marginal probability density function of these variables (which may have discrete or continuous arguments) provide a useful basis for Monte Carlo resampling and are also useful for posing and testing hypotheses (e.g bimodality) as to the frequency distributions of the variable. In this paper, some issues related to the selection and design of univariate kernel density estimators are reviewed. Some strategies for bandwidth and kernel selection are discussed in an applied context and recommendations for parameter selection are offered. This paper complements the nonparametric ...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...
Abstract. A data-driven bandwidth choice for a kernel density estimator called critical bandwidth is...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...
A new approach for streamflow simulation using nonparametric methods was described in a recent publi...
Nonparametric density estimation methods have been used for precipitation estimation for decades. Th...
The probability distribution of precipitation amount strongly depends on geography, climate zone, an...
We review the extensive recent literature on automatic, data-based selection of a global smoothing p...
Nonparametric kernel density estimation method makes no assumptions on the functional form of the cu...
A nonparametric resampling technique for generating daily weather variables at a site is presented. ...
A crucial problem in kernel density estimates of a probability density function is the selection of ...
Wet/dry spell characteristics of daily precipitation are of interest for a number of...
There are various methods for estimating a density. A group of methods which estimate the density as...
The availability of an accurate estimator of conditional densities is very important in part due to ...
Kernel density estimation is a well known method involving a smoothing parameter (the bandwidth) tha...
It is often critical to accurately model the upper tail behaviour of a random process. Nonparametric...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...
Abstract. A data-driven bandwidth choice for a kernel density estimator called critical bandwidth is...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...
A new approach for streamflow simulation using nonparametric methods was described in a recent publi...
Nonparametric density estimation methods have been used for precipitation estimation for decades. Th...
The probability distribution of precipitation amount strongly depends on geography, climate zone, an...
We review the extensive recent literature on automatic, data-based selection of a global smoothing p...
Nonparametric kernel density estimation method makes no assumptions on the functional form of the cu...
A nonparametric resampling technique for generating daily weather variables at a site is presented. ...
A crucial problem in kernel density estimates of a probability density function is the selection of ...
Wet/dry spell characteristics of daily precipitation are of interest for a number of...
There are various methods for estimating a density. A group of methods which estimate the density as...
The availability of an accurate estimator of conditional densities is very important in part due to ...
Kernel density estimation is a well known method involving a smoothing parameter (the bandwidth) tha...
It is often critical to accurately model the upper tail behaviour of a random process. Nonparametric...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...
Abstract. A data-driven bandwidth choice for a kernel density estimator called critical bandwidth is...
In contrast to the traditional kernel density estimate which is totally nonparametric, if one has a ...