
arXiv: cond-mat/0402591
handle: 11564/821223 , 11584/13016
We investigate intra-day foreign exchange (FX) time series using the inverse statistic analysis developed in [1,2]. Specifically, we study the time-averaged distributions of waiting times needed to obtain a certain increase (decrease) $ρ$ in the price of an investment. The analysis is performed for the Deutsch mark (DM) against the $US for the full year of 1998, but similar results are obtained for the Japanese Yen against the $US. With high statistical significance, the presence of "resonance peaks" in the waiting time distributions is established. Such peaks are a consequence of the trading habits of the markets participants as they are not present in the corresponding tick (business) waiting time distributions. Furthermore, a new {\em stylized fact}, is observed for the waiting time distribution in the form of a power law Pdf. This result is achieved by rescaling of the physical waiting time by the corresponding tick time thereby partially removing scale dependent features of the market activity.
8 pages. Accepted Physica A
Condensed Matter - Other Condensed Matter, FOS: Economics and business, Econophysics; Interdisciplinary physics; Inverse statistics, Statistical Finance (q-fin.ST), Quantitative Finance - Statistical Finance, FOS: Physical sciences, Econophysics; Interdisciplinary physics; Inverse statistics; Statistics and Probability; Condensed Matter Physics, Other Condensed Matter (cond-mat.other)
Condensed Matter - Other Condensed Matter, FOS: Economics and business, Econophysics; Interdisciplinary physics; Inverse statistics, Statistical Finance (q-fin.ST), Quantitative Finance - Statistical Finance, FOS: Physical sciences, Econophysics; Interdisciplinary physics; Inverse statistics; Statistics and Probability; Condensed Matter Physics, Other Condensed Matter (cond-mat.other)
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