Lorenzo Mercuri

Dr. Lorenzo Mercuri

Department of Economics, Management and Quantitative Methods, University of Milan, Milan, Italy

Research Focus & Metrics

Academic Career Length

19Years (2008-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 February 2012 in Statistics & Probability Letters
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ALAngela Loregian
Angela Loregian
LMLorenzo Mercuri
Lorenzo Mercuri
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1 September 2008 in Finance Research Letters
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Journal Article
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LMLorenzo Mercuri
Lorenzo Mercuri

25 November 2022 in Risks
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AFAndrea Frattini
Andrea Frattini
IBIlaria Bianchini
Ilaria Bianchini
AGAlessio Garzonio
Alessio Garzonio
LMLorenzo Mercuri
Lorenzo Mercuri
The aim of this paper is to introduce a two-step trading algorithm, named TI-SiSS. In the first step, using some technical analysis indicators and the two NLP-based metrics (namely Sentiment and Popularity) provided by FinScience and based on relevant news spread on social media, we construct a new index, named Trend Indicator. We exploit two well-known supervised machine learning methods for the newly introduced index: Extreme Gradient Boosting and Light Gradient Boosting Machine. The Trend Indicator, computed for each stock in our dataset, is able to distinguish three trend directions (upward/neutral/downward). Combining the Trend Indicator with other technical analysis indexes, we determine automated rules for buy/sell signals. We test our procedure on a dataset composed of 527 stocks belonging to American and European markets adequately discussed in the news.

24 February 2015 in Computational Statistics
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SIStefano Maria Iacus
Stefano Maria Iacus
LMLorenzo Mercuri
Lorenzo Mercuri

25 April 2018 in Quantitative Finance
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FBFabio Bellini
Fabio Bellini
LMLorenzo Mercuri
Lorenzo Mercuri
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We show how to compute the expectiles of the risk-neutral distribution from the prices of European call and put options. Empirical properties of these implicit expectiles are studied on a data-set of closing daily prices of FTSE MIB index options. We introduce the interexpectile difference , for , and suggest that it is a natural measure of the variability of the risk-neutral distribution. We investigate its theoretical and empirical properties and compare it with the VIX index computed by CBOE. We also discuss a theoretical comparison with implicit VaR and CVaR introduced in Barone Adesi [J. Risk Financ. Manage., 2016, 9].

1 November 2015 in Finance Research Letters
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AHAsmerilda Hitaj
Asmerilda Hitaj
LMLorenzo Mercuri
Lorenzo Mercuri
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