Stock shocks are abrupt changes in a stock price time series. Major shocks, such as the 1929 Big Crash and, more recently, the subprime mortgage crisis, have greatly influenced the world economy in the last centuries. Nevertheless, shocks of minor intensity are frequent events that often go unnoticed but whose prediction can significantly help an investor to protect their investments. In this paper, we provide a formal definition of stock shocks and use limit order-book data to implement an algorithm to forecast stock shocks. The proposed algorithm is built upon a formal mathematical model approximating stock prices and return distributions with fat-tailed Lévy-stable models. A preliminary study of different machine-learning approaches allowed us to design an algorithm based on Random Forest, hierarchical clustering, and Bayesian optimization that outperforms other machine-learning methods that exhibit tunable and higher Precision and Recall values.
Stock Shocks Modelling and Forecasting / Arrigoni, Viviana; Masi, Giuseppe; Mercanti, Emanuele; Bartolini, Novella; Vyetrenko, Svitlana. - (2023), pp. -72. (Intervento presentato al convegno 2023 IEEE 43rd International Conference on Distributed Computing Systems Workshops (ICDCSW tenutosi a Hong Kong) [10.1109/ICDCSW60045.2023.00014].
Stock Shocks Modelling and Forecasting
Arrigoni, Viviana;Masi, Giuseppe
;Mercanti, Emanuele;Bartolini, Novella;
2023
Abstract
Stock shocks are abrupt changes in a stock price time series. Major shocks, such as the 1929 Big Crash and, more recently, the subprime mortgage crisis, have greatly influenced the world economy in the last centuries. Nevertheless, shocks of minor intensity are frequent events that often go unnoticed but whose prediction can significantly help an investor to protect their investments. In this paper, we provide a formal definition of stock shocks and use limit order-book data to implement an algorithm to forecast stock shocks. The proposed algorithm is built upon a formal mathematical model approximating stock prices and return distributions with fat-tailed Lévy-stable models. A preliminary study of different machine-learning approaches allowed us to design an algorithm based on Random Forest, hierarchical clustering, and Bayesian optimization that outperforms other machine-learning methods that exhibit tunable and higher Precision and Recall values.I documenti in IRIS sono protetti da copyright e tutti i diritti sono riservati, salvo diversa indicazione.