abstract = "Commensurate indicators of diversity and fitness with
desirable metric properties are derived from
information distances based on Shannon entropy and
Kolmogorov complexity. These metrics measure various
useful distances: from an information theoretic
characterisation of the phenotypic behaviour of a
candidate model in the population to that of an ideal
model of the target system's input-output relationship
(fitness); from behavior of one candidate model to that
of another (total information diversity); from the
information about the target provided by one model to
that provided by another (target relevant information
diversity); from the code of one model to that of
another (genotypic representation diversity); etc.
Algorithms are cited for calculating the Shannon
entropy based metrics from discrete data and estimating
analogs thereof from heuristically binned continuous
data; references are cited to methods for estimating
the Kolmogorov complexity based metric. Not in the
paper, but at the workshop, results will be shown of
applying these algorithms to several synthetic and real
world data sets: the simplest known deterministic
chaotic flow; symbolic regression test functions;
industrial process monitoring and control variables;
and international political leadership data. Ongoing
work is outlined.",
notes = "Also known as \cite{1830815} Distributed on CD-ROM at
GECCO-2010.