
doi: 10.3390/math8030348
handle: 10835/7853
The main goal of the paper is to introduce different models to calculate the amount of money that must be allocated to each stock in a statistical arbitrage technique known as pairs trading. The traditional allocation strategy is based on an equal weight methodology. However, we will show how, with an optimal allocation, the performance of pairs trading increases significantly. Four methodologies are proposed to set up the optimal allocation. These methodologies are based on distance, correlation, cointegration and Hurst exponent (mean reversion). It is showed that the new methodologies provide an improvement in the obtained results with respect to an equal weighted strategy.
cointegration, pairs trading, QA1-939, long memory, financial markets, Mathematics, hurst exponent, co-movement
cointegration, pairs trading, QA1-939, long memory, financial markets, Mathematics, hurst exponent, co-movement
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