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dc.contributor.authorYee, Hong Ben
dc.contributor.supervisorAssoc. Prof. Nikolai Dokuchaev
dc.contributor.supervisorDr Kevin Fergusson

This work constructs evolution models for financial time series evolving within a bounded interval. They are calibrated using the USD/HKD exchange rate when the rate is confined to a specified corridor. Within the general Markov framework, a 1D model replicated the bounded distribution of the process, but a 2D model better captured dynamics as measured by the volatility. By estimating the Hurst exponent using the rescaled range method, fractional Brownian motion could be employed.

dc.publisherCurtin University
dc.titleMarkov and long-memory modelling of bounded financial processes: the case of a currency band
curtin.departmentDepartment of Mathematics and Statistics
curtin.accessStatusOpen access

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