Inferring Temporal Parametric L-systems Using Cartesian Genetic Programming
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- @InProceedings{Bernard:2020:ICTAI,
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author = "Jason Bernard and Ian McQuillan",
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title = "Inferring Temporal Parametric L-systems Using
Cartesian Genetic Programming",
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booktitle = "2020 IEEE 32nd International Conference on Tools with
Artificial Intelligence (ICTAI)",
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year = "2020",
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pages = "580--588",
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abstract = "Lindenmayer Systems (L-systems) are formal grammars
that use rewriting rules to replace, in parallel, every
symbol in a string with a replacement string. By
iterating, a sequence of strings is produced whose
symbols can model temporal processes by interpreting
them as simulation instructions. Among the types of
L-systems, parametric L-systems are considered useful
for simulating mechanisms that change based on
different influences as the parameters change.
Typically, L-systems are found by taking precise
measurements and using existing knowledge, which can be
addressed by automatic inference. This paper presents
the Plant Model Inference Tool for Parametric L-systems
(PMIT-PARAM) that can automatically learn parametric
L-systems from a sequence of strings generated, where
at least one parameter represents time. PMIT-PARAM is
evaluated on a test suite of 20 known parametric
L-systems, and is found to be able to infer the correct
rewriting rules for the 18 L-systems containing only
non-erasing productions; however, it can find
appropriate parametric equations for all 20 of the
L-systems. Inferring L-systems algorithmically not only
can automatically learn models and simulations of a
process with potentially less effort than doing so by
hand, but it may also help reveal the scientific
principles governing how the process' mechanisms change
over time.",
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keywords = "genetic algorithms, genetic programming, cartesian
genetic programming",
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DOI = "doi:10.1109/ICTAI50040.2020.00095",
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ISSN = "2375-0197",
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month = nov,
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notes = "Also known as \cite{9288168}",
- }
Genetic Programming entries for
Jason Bernard
Ian McQuillan
Citations