The financial rates of return from Latin American stock and currency markets are found to be non-normal, non-stationary, non-ergodic and long-term dependent, i.e., they have long memory. The degree of long- term dependence is measured by monofractal (global) Hurst exponents from wavelet multiresolution analysis (MRA). Scalograms and scalegrams provide the respective visualizations of these wavelet coefficients and the power spectrum of the rates of return. The slope of the power spectrum identifies the Hurst exponent and thereby the degree of scaling dependence that cannot be determined by Box-Jenkins type time series analysis. Our dependency and time and frequency scaling results are consistent with similar empirical findings from American...
Emerging stock markets are said to become efficient with time. This study seeks to investigate this ...
This article aims to contribute to the discussion of long-term dependence, focusing on the behavior ...
Following the important work on unit roots and cointegration which started in the mid-1980s, a great...
In this paper we show the degrees of persistence of the time series if eight European stock market i...
The objective of this article is to provide additional knowledge to the discussion of long-term memo...
This paper investigates persistence in financial time series at three different frequencies (daily, ...
We explore the deviations from efficiency in the returns and volatility returns of Latin-American ma...
The research studies the dynamics of the volatility of the nominal exchange rate of the Peruvian nue...
This paper seeks to understand the long memory behaviour of global equity returns using novel method...
The financial rates of return from Middle East and North African markets are found to be nonnormal, ...
FX pricing processes are nonstationary and their frequency characteristics are time-dependent. Most ...
Conventional time series theory and spectral analysis have independently achieved significant popula...
The thesis shows the relationship between the persistence in the financial markets returns and their...
We apply several tests to analyze the existence of long-term dependence in 10 Euro-pean stock indexe...
Prepared for presentation at the Portuguese Finance Network International Conference 2014, Vilamoura...
Emerging stock markets are said to become efficient with time. This study seeks to investigate this ...
This article aims to contribute to the discussion of long-term dependence, focusing on the behavior ...
Following the important work on unit roots and cointegration which started in the mid-1980s, a great...
In this paper we show the degrees of persistence of the time series if eight European stock market i...
The objective of this article is to provide additional knowledge to the discussion of long-term memo...
This paper investigates persistence in financial time series at three different frequencies (daily, ...
We explore the deviations from efficiency in the returns and volatility returns of Latin-American ma...
The research studies the dynamics of the volatility of the nominal exchange rate of the Peruvian nue...
This paper seeks to understand the long memory behaviour of global equity returns using novel method...
The financial rates of return from Middle East and North African markets are found to be nonnormal, ...
FX pricing processes are nonstationary and their frequency characteristics are time-dependent. Most ...
Conventional time series theory and spectral analysis have independently achieved significant popula...
The thesis shows the relationship between the persistence in the financial markets returns and their...
We apply several tests to analyze the existence of long-term dependence in 10 Euro-pean stock indexe...
Prepared for presentation at the Portuguese Finance Network International Conference 2014, Vilamoura...
Emerging stock markets are said to become efficient with time. This study seeks to investigate this ...
This article aims to contribute to the discussion of long-term dependence, focusing on the behavior ...
Following the important work on unit roots and cointegration which started in the mid-1980s, a great...