Decomposition genetic programming: An extensive evaluation on rainfall prediction in the context of weather derivatives
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gp-bibliography.bib Revision:1.8051
- @Article{CRAMER:2018:ASC,
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author = "Sam Cramer and Michael Kampouridis and
Alex A. Freitas",
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title = "Decomposition genetic programming: An extensive
evaluation on rainfall prediction in the context of
weather derivatives",
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journal = "Applied Soft Computing",
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volume = "70",
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pages = "208--224",
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year = "2018",
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keywords = "genetic algorithms, genetic programming, Weather
derivatives, Rainfall prediction, Problem
decomposition",
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ISSN = "1568-4946",
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DOI = "doi:10.1016/j.asoc.2018.05.016",
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URL = "http://www.sciencedirect.com/science/article/pii/S1568494618302795",
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abstract = "Regression problems provide some of the most
challenging research opportunities in the area of
machine learning, where the predictions of some target
variables are critical to a specific application.
Rainfall is a prime example, as it exhibits unique
characteristics of high volatility and chaotic patterns
that do not exist in other time series data. Moreover,
rainfall is essential for applications that surround
financial securities, such as rainfall derivatives.
This paper extensively evaluates a novel algorithm
called Decomposition Genetic Programming (DGP), which
is an algorithm that decomposes the problem of rainfall
into subproblems. Decomposition allows the GP to focus
on each subproblem, before combining back into the full
problem. The GP does this by having a separate
regression equation for each subproblem, based on the
level of rainfall. As we turn our attention to
subproblems, this reduces the difficulty when dealing
with data sets with high volatility and extreme
rainfall values, since these values can be focused on
independently. We extensively evaluate our algorithm on
42 cities from Europe and the USA, and compare its
performance to the current state-of-the-art (Markov
chain extended with rainfall prediction), and six other
popular machine learning algorithms (Genetic
Programming without decomposition, Support Vector
Regression, Radial Basis Neural Networks, M5 Rules, M5
Model trees, and k-Nearest Neighbours). Results show
that the DGP is able to consistently and significantly
outperform all other algorithms. Lastly, another
contribution of this work is to discuss the effect that
DGP has had on the coverage of the rainfall predictions
and whether it shows robust performance across
different climates",
- }
Genetic Programming entries for
Sam Cramer
Michael Kampouridis
Alex Alves Freitas
Citations