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Showing 1 to 1 of 1 for “"volatility harvesting"”.

  1. Geometry and Optimization of Relative Arbitrage

    This thesis is devoted to the mathematics of volatility harvesting, the idea that extra portfolio growth may be created by systematic rebalancing. First developed by E. R. Fernholz in the late 90s and the early 2000s, stochastic portfolio theory provides a novel mathematical framework to analyze …

    washington Repository record for Geometry and Optimization of Relative Arbitrage (opens in a new tab)