The information content of several interest rate spreads for future output growth is analyzed using wavelet analysis. The ‘‘scale-by-scale’’ regression analysis shows that standard indicators of the stance of monetary policy, such as the shape of the yield curve, the real federal funds rate, and the credit spread have different information content for future output at different time frames. This is consistent with the idea that allowing for different time scales of variation in the data can provide a deeper understanding of the complex dynamics between real and financial variables, certainly richer than those obtainable using standard aggregate regression methods
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
A careful examination of interest rate time series from different U.S. Treasury maturities by Wavele...
We present an application of wavelet techniques to non-stationary time series with the aim of detect...
The information content of several interest rate spreads for future output growth is analyzed using ...
This paper adds to the literature on the information content of different spreads for real activity ...
This paper assesses the relation between the yield curve and the main macroeconomic variables in the...
After I survey some papers about time-frequency for economic data, I found that wavelet is a new met...
Central banks have different objectives in the short and long run. Governments operate simultaneousl...
International audienceThis paper studies the role of fluctuations in the aggregate price-earning rat...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Thesis (Ph.D.)--University of Washington, 2014The central focus of this dissertation is to develop r...
This paper employs the maximum overlap discrete wavelet transform to obtain timescale decompositions...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock ...
Asset price misalignments are analyzed through wavelet decomposition. The analysis, carried within t...
Financial time series analysis is a highly empirical discipline concerned with the evolution of the...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
A careful examination of interest rate time series from different U.S. Treasury maturities by Wavele...
We present an application of wavelet techniques to non-stationary time series with the aim of detect...
The information content of several interest rate spreads for future output growth is analyzed using ...
This paper adds to the literature on the information content of different spreads for real activity ...
This paper assesses the relation between the yield curve and the main macroeconomic variables in the...
After I survey some papers about time-frequency for economic data, I found that wavelet is a new met...
Central banks have different objectives in the short and long run. Governments operate simultaneousl...
International audienceThis paper studies the role of fluctuations in the aggregate price-earning rat...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Thesis (Ph.D.)--University of Washington, 2014The central focus of this dissertation is to develop r...
This paper employs the maximum overlap discrete wavelet transform to obtain timescale decompositions...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock ...
Asset price misalignments are analyzed through wavelet decomposition. The analysis, carried within t...
Financial time series analysis is a highly empirical discipline concerned with the evolution of the...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
A careful examination of interest rate time series from different U.S. Treasury maturities by Wavele...
We present an application of wavelet techniques to non-stationary time series with the aim of detect...