In this paper, we investigate the scaling properties of foreign exchange volatility. Our methodology is based on a wavelet multi-scaling approach which decomposes the variance of a time series and the covariance between two time series on a scale by scale basis through the application of a discrete wavelet transformation. It is shown that foreign exchange rate volatilities follow different scaling laws at different horizons. Particularly, there is a smaller degree of persistence in intra-day volatility as compared to volatility at one day and higher scales. Therefore, a common practice in the risk management industry to convert risk measures calculated at shorter horizons into longer horizons through a global scaling parameter may not be ap...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock...
This study demonstrates the effect of correlation between volatility and statistical properties of r...
FX pricing processes are nonstationary and their frequency characteristics are time-dependent. Most ...
In this paper, we investigate the scaling properties of foreign exchange volatility. Our methodology...
This paper relies on wavelet multiresolution analysis to capture the dependence structure of currenc...
This paper relies on wavelet multiresolution analysis to investigate the dependence structure and pr...
Conventional time series analysis, focusing exclusively on a time series at a given scale, lacks the...
This paper identifies liquidity spillovers through different time scales based on a wavelet multisca...
The paper studies the impact of different time-scales on the market risk of individual stock market ...
This paper presents an invariant discrete wavelet transform that enables point-to-point (aligned) co...
Numerous studies in the literature have shown that the dynamics of many time series including observ...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock ...
Conventional time series analysis, focusing exclusively on a time series at a given scale, lacks the...
International audienceThis paper proposes a new approach, based on the recent developments of the wa...
We study the scaling behavior in currency exchange rates. Our results suggest that they satisfy scal...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock...
This study demonstrates the effect of correlation between volatility and statistical properties of r...
FX pricing processes are nonstationary and their frequency characteristics are time-dependent. Most ...
In this paper, we investigate the scaling properties of foreign exchange volatility. Our methodology...
This paper relies on wavelet multiresolution analysis to capture the dependence structure of currenc...
This paper relies on wavelet multiresolution analysis to investigate the dependence structure and pr...
Conventional time series analysis, focusing exclusively on a time series at a given scale, lacks the...
This paper identifies liquidity spillovers through different time scales based on a wavelet multisca...
The paper studies the impact of different time-scales on the market risk of individual stock market ...
This paper presents an invariant discrete wavelet transform that enables point-to-point (aligned) co...
Numerous studies in the literature have shown that the dynamics of many time series including observ...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock ...
Conventional time series analysis, focusing exclusively on a time series at a given scale, lacks the...
International audienceThis paper proposes a new approach, based on the recent developments of the wa...
We study the scaling behavior in currency exchange rates. Our results suggest that they satisfy scal...
This paper examines the multi-scale relationship between the interest rate, exchange rate and stock...
This study demonstrates the effect of correlation between volatility and statistical properties of r...
FX pricing processes are nonstationary and their frequency characteristics are time-dependent. Most ...