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Calibrating rough volatility models: a convolutional neural network approach
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In this paper we use convolutional neural networks to find the H\"older exponent of simulated sample paths of the rBergomi model, a recently proposed stock price model used in mathematical finance. We contextualise this as a calibration problem, thereby providing a very practical and useful application.
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Cited by 1 Pith paper
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On deep calibration of (rough) stochastic volatility models
A two-step deep calibration method learns the rough Bergomi implied-volatility map with a small neural network and then calibrates with Levenberg-Marquardt, achieving millisecond calibration.
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