This paper investigates one-step ahead density forecasts of mixed causal-noncausal models. It analyses and compares two data-driven approaches. The paper focuses on explosive episodes and therefore on predicting turning points of bubbles. Guidance in using these approximation methods are presented with the suggestion of using both of the approaches as they jointly carry more information. The analysis is illustrated with an application on Nickel prices
Noncausal, or anticipative, alpha-stable processes generate trajectories featuring locally explosive...
This paper proposes concepts and methods to investigate whether the bubble patterns observed in indi...
Theory suggests that physical commodity prices may exhibit nonlinear features such as bubbles and va...
This paper investigates one-step ahead density forecasts of mixed causal-noncausal models. It analys...
We propose a near explosive random coefficient autoregressive model (NERC) to obtain predictive prob...
Some financial time series exhibit short periods of explosive local trends followed by an abrupt dec...
Noncausal autoregressive models with heavy-tailed errors generate locally explosive processes and t...
Noncausal, or anticipative, heavy-tailed processes generate trajectories featuring locally explosive...
This paper proposes a Near Explosive Random-Coefficient autoregressive model for asset pricing which...
This thesis investigates the forecasting ability of mixed causal-noncausal (MAR) models. This type o...
The modeling process of bubbles, using advanced mathematical and econometric techniques, is a young ...
Gouriéroux and Zakoian (2013) propose to use noncausal models to parsimoniously capture nonlinear fe...
Noncausal, or anticipative, alpha-stable processes generate trajectories featuring locally explosive...
This paper proposes concepts and methods to investigate whether the bubble patterns observed in indi...
Theory suggests that physical commodity prices may exhibit nonlinear features such as bubbles and va...
This paper investigates one-step ahead density forecasts of mixed causal-noncausal models. It analys...
We propose a near explosive random coefficient autoregressive model (NERC) to obtain predictive prob...
Some financial time series exhibit short periods of explosive local trends followed by an abrupt dec...
Noncausal autoregressive models with heavy-tailed errors generate locally explosive processes and t...
Noncausal, or anticipative, heavy-tailed processes generate trajectories featuring locally explosive...
This paper proposes a Near Explosive Random-Coefficient autoregressive model for asset pricing which...
This thesis investigates the forecasting ability of mixed causal-noncausal (MAR) models. This type o...
The modeling process of bubbles, using advanced mathematical and econometric techniques, is a young ...
Gouriéroux and Zakoian (2013) propose to use noncausal models to parsimoniously capture nonlinear fe...
Noncausal, or anticipative, alpha-stable processes generate trajectories featuring locally explosive...
This paper proposes concepts and methods to investigate whether the bubble patterns observed in indi...
Theory suggests that physical commodity prices may exhibit nonlinear features such as bubbles and va...