Wavelets by construction are able to show us “the forest as well as the trees”. They are compactly supported functions that allow us to localise in frequency as well as in time whereas traditional Fourier analysis focuses only on frequency. This makes wavelets useful when examining time sequences that exhibit sharp spikes and irregularities, such financial time series. In this paper we demonstrate how a wavelet semi-parametric approach can provide useful insight on the structure and behaviour of stock index prices, returns and volatility. By using wavelets we capture salient features such as changes in trend and volatility and reveal dynamic patterns at various scales
This paper presents a set of tools, which allow gathering information about the frequency components...
This book deals with the application of wavelet and spectral methods for the analysis of nonlinear a...
Abstract. The article considers local peculiarities of the world stock indices in 2007–first half 20...
textabstractWe briefly describe the major advantages of using the wavelet transform for the processi...
textabstractWe briefly describe the major advantages of using the wavelet transform for the processi...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Wavelets allow for a more flexible characterization of time series than both spectral and classical ...
We present an application of wavelet techniques to non-stationary time series with the aim of detect...
This chapter presents a set of tools, which allow gathering information about the frequency componen...
The paper studies the impact of different time-scales on the market risk of individual stock market ...
In this study, the wavelet transform is briefly described and is also compared with the popular Four...
After I survey some papers about time-frequency for economic data, I found that wavelet is a new met...
The assessment of the comovement among international stock markets is of key interest, for example, ...
This article describes results of stock index analysis by using wavelet filtering. Wavelet filtering...
This paper presents a set of tools, which allow gathering information about the frequency components...
This book deals with the application of wavelet and spectral methods for the analysis of nonlinear a...
Abstract. The article considers local peculiarities of the world stock indices in 2007–first half 20...
textabstractWe briefly describe the major advantages of using the wavelet transform for the processi...
textabstractWe briefly describe the major advantages of using the wavelet transform for the processi...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Wavelets orthogonally decompose data into different frequency components, and the temporal and frequ...
Wavelets allow for a more flexible characterization of time series than both spectral and classical ...
We present an application of wavelet techniques to non-stationary time series with the aim of detect...
This chapter presents a set of tools, which allow gathering information about the frequency componen...
The paper studies the impact of different time-scales on the market risk of individual stock market ...
In this study, the wavelet transform is briefly described and is also compared with the popular Four...
After I survey some papers about time-frequency for economic data, I found that wavelet is a new met...
The assessment of the comovement among international stock markets is of key interest, for example, ...
This article describes results of stock index analysis by using wavelet filtering. Wavelet filtering...
This paper presents a set of tools, which allow gathering information about the frequency components...
This book deals with the application of wavelet and spectral methods for the analysis of nonlinear a...
Abstract. The article considers local peculiarities of the world stock indices in 2007–first half 20...