Gaussian process regression can interpolate, with 0.5-3.5% relative error, the mapping from SVI volatility surface parameters to variance swap fair strikes and American put prices and Greeks, yielding 1000x+ inference speedups over finite-difference solvers.
Machine Learning Algorithms for Financial Asset Price Forecasting
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abstract
This research paper explores the performance of Machine Learning (ML) algorithms and techniques that can be used for financial asset price forecasting. The prediction and forecasting of asset prices and returns remains one of the most challenging and exciting problems for quantitative finance and practitioners alike. The massive increase in data generated and captured in recent years presents an opportunity to leverage Machine Learning algorithms. This study directly compares and contrasts state-of-the-art implementations of modern Machine Learning algorithms on high performance computing (HPC) infrastructures versus the traditional and highly popular Capital Asset Pricing Model (CAPM) on U.S equities data. The implemented Machine Learning models - trained on time series data for an entire stock universe (in addition to exogenous macroeconomic variables) significantly outperform the CAPM on out-of-sample (OOS) test data.
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Fast Derivative Valuation from Volatility Surfaces using Machine Learning
Gaussian process regression can interpolate, with 0.5-3.5% relative error, the mapping from SVI volatility surface parameters to variance swap fair strikes and American put prices and Greeks, yielding 1000x+ inference speedups over finite-difference solvers.