In this paper we suggest the use of simulation techniques to extend the applicability of the usual Gaussian state space filtering and smoothing techniques to a class of non-Gaussian time series models. This allows a fully Bayesian or maximum likelihood analysis of some interesting models, including outlier models, discrete Markov chain components, multiplicative models and stochastic variance models. Finally we discuss at some length the use of a non-Gaussian model to seasonally adjust the published money supply figures.The full-text of this article is not currently available in ORA. Citation: Shephard, N. (1994). 'Partial Non-Gaussian State Space', Biometrika, 81(1), 115-131. [Available at http://biomet.oxfordjournals.org/]
In this paper, we offer a gentle introduction to Gaussian processes for time-series data analysis. T...
State space modeling provides a unified methodology for treating a wide range of problems in time se...
State space models are considered for observations which have non-Gaussian distri-butions. We obtain...
In this paper we suggest the use of simulation techniques to extend the applicability of the usual G...
In this paper we suggest the use of simulation techniques to extend the applicability of the usual G...
The analysis of non-Gaussian time series using state space models is considered from both classical ...
AbstractA non-Gaussian state space modeling of time series with trend and seasonality is shown. An o...
In this paper we provide methods for estimating non-Gaussian time series models. These techniques re...
Non-Gaussian time series variables are prevalent in the economic and finance spheres, with state spa...
Non-Guassian state space models have an important role to play in empirical finance. The primary aim...
This thesis aims to develop a class of state space models for non-Gaussian time series. Our models a...
The likelihood function of a general non-linear, non-Gaussian state space model is a high-dimensiona...
The analysis of time series data is important in fields as disparate as the social sciences, biology...
Recently suggested procedures for simulating from the posterior density of states given a Gaussian s...
In their seminal book Time Series Analysis: Forecasting and Control, Box and Jenkins (1976) introduc...
In this paper, we offer a gentle introduction to Gaussian processes for time-series data analysis. T...
State space modeling provides a unified methodology for treating a wide range of problems in time se...
State space models are considered for observations which have non-Gaussian distri-butions. We obtain...
In this paper we suggest the use of simulation techniques to extend the applicability of the usual G...
In this paper we suggest the use of simulation techniques to extend the applicability of the usual G...
The analysis of non-Gaussian time series using state space models is considered from both classical ...
AbstractA non-Gaussian state space modeling of time series with trend and seasonality is shown. An o...
In this paper we provide methods for estimating non-Gaussian time series models. These techniques re...
Non-Gaussian time series variables are prevalent in the economic and finance spheres, with state spa...
Non-Guassian state space models have an important role to play in empirical finance. The primary aim...
This thesis aims to develop a class of state space models for non-Gaussian time series. Our models a...
The likelihood function of a general non-linear, non-Gaussian state space model is a high-dimensiona...
The analysis of time series data is important in fields as disparate as the social sciences, biology...
Recently suggested procedures for simulating from the posterior density of states given a Gaussian s...
In their seminal book Time Series Analysis: Forecasting and Control, Box and Jenkins (1976) introduc...
In this paper, we offer a gentle introduction to Gaussian processes for time-series data analysis. T...
State space modeling provides a unified methodology for treating a wide range of problems in time se...
State space models are considered for observations which have non-Gaussian distri-butions. We obtain...