Directional and angular information are to be found in almost every field of science. Directional statistics provides the theoretical background and the techniques for processing such data, which cannot be properly managed by classical statistics. The von Mises distribution is the best known angular distribution. We extend the naive Bayes classifier to the case where directional predictive variables are modeled using von Mises distributions. We find the decision surfaces induced by the classifiers and illustrate their behavior with artificial examples. Two applications to real data are included to show the potential uses of these models. Comparisons with classical techniques yield promising results
Various practical situations give rise to observations that are directions, and this has led to the ...
Circular variables arise in a multitude of data-modelling contexts ranging from robotics to the soci...
Data collected about a phenomenon often measures its magnitude and direction. The most common approa...
Directional data are ubiquitous in science. These data have some special properties that rule out t...
A direction is defined here as a multi-dimensional unit vector. Such unitvectors form directional da...
This thesis is an introduction into directional statistics, a subdiscipline of statistics that occup...
peer reviewedThis paper presents Bayesian directional data modeling via the skew-rotationally-symmet...
A model for directional data in q dimensions is studied. The data are assumed to arise from a distri...
Several phenomena are represented by directional—angular or periodic—data; from time ref...
In many of the natural and physical sciences, measurements are directions, either in two or three di...
Suppose that for a library of space objects, their predicted angular positions at the current time a...
This paper presents Bayesian directional data modeling via the skew-rotationally-symmetric Fisher-v...
High-dimensional data is central to most data mining applications, and only recently has it been mod...
The von Mises-Fisher distribution is probably the most widely used distribution to model data on the...
This article introduces Bayesian inference on the bimodality of the generalized von Mises (GvM) dist...
Various practical situations give rise to observations that are directions, and this has led to the ...
Circular variables arise in a multitude of data-modelling contexts ranging from robotics to the soci...
Data collected about a phenomenon often measures its magnitude and direction. The most common approa...
Directional data are ubiquitous in science. These data have some special properties that rule out t...
A direction is defined here as a multi-dimensional unit vector. Such unitvectors form directional da...
This thesis is an introduction into directional statistics, a subdiscipline of statistics that occup...
peer reviewedThis paper presents Bayesian directional data modeling via the skew-rotationally-symmet...
A model for directional data in q dimensions is studied. The data are assumed to arise from a distri...
Several phenomena are represented by directional—angular or periodic—data; from time ref...
In many of the natural and physical sciences, measurements are directions, either in two or three di...
Suppose that for a library of space objects, their predicted angular positions at the current time a...
This paper presents Bayesian directional data modeling via the skew-rotationally-symmetric Fisher-v...
High-dimensional data is central to most data mining applications, and only recently has it been mod...
The von Mises-Fisher distribution is probably the most widely used distribution to model data on the...
This article introduces Bayesian inference on the bimodality of the generalized von Mises (GvM) dist...
Various practical situations give rise to observations that are directions, and this has led to the ...
Circular variables arise in a multitude of data-modelling contexts ranging from robotics to the soci...
Data collected about a phenomenon often measures its magnitude and direction. The most common approa...