Fundamental, Technical and Sentiment Analysis for Algorithmic Trading with Genetic Programming
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- @InProceedings{Christodoulaki:2023:SSCI,
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author = "Eva Christodoulaki and Michael Kampouridis",
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booktitle = "2023 IEEE Symposium Series on Computational
Intelligence (SSCI)",
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title = "Fundamental, Technical and Sentiment Analysis for
Algorithmic Trading with Genetic Programming",
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year = "2023",
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pages = "83--89",
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month = dec,
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keywords = "genetic algorithms, genetic programming, Support
vector machines, Measurement, Sentiment analysis,
Profitability, Companies, Algorithmic Trading",
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ISSN = "2472-8322",
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DOI = "doi:10.1109/SSCI52147.2023.10372070",
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abstract = "Algorithmic trading is a topic with major developments
in the last years. Investors rely mostly on indicators
derived from fundamental (FA) or technical analysis
(TA), while sentiment analysis (SA) has also received
attention in the last decade. This has led to great
financial advantages with algorithms being the main
tool to create pre-programmed trading strategies.
Although the three analysis types have been mainly
considered individually, their combination has not been
studied as much. Given the ability of each individual
analysis type in identifying profitable trading
strategies, we are motivated to investigate if we can
increase the profitability of such strategies by
combining their indicators. we propose a novel Genetic
Programming (GP) algorithm that combines the three
analysis types and we showcase the advantages of their
combination in terms of three financial metrics, namely
Sharpe ratio, rate of return and risk. We conduct
experiments on 30 companies and based on the results,
the combination of the three analysis types
statistically and significantly outperforms their
individual results, as well as their pairwise
combinations. More specifically, the proposed GP
algorithm has the highest mean and median values for
Sharpe ratio and rate of return, and the lowest (best)
mean value for risk. Moreover, we benchmark our GP
algorithm against multilayer perceptron and support
vector machine, and show that it statistically
outperforms both algorithms in terms of Sharpe ratio
and risk.",
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notes = "Also known as \cite{10372070}",
- }
Genetic Programming entries for
Eva Christodoulaki
Michael Kampouridis
Citations