abstract = "The paper presents a case study in an industrially
important application domain the optimization of
catalytic materials. Though evolutionary algorithms are
the by far most frequent approach to optimization tasks
in that domain, they are challenged by mixing
continuous and discrete variables, and especially by a
large number of constraints. The paper describes the
various kinds of encountered constraints, and explains
constraint handling in GENACAT, one of evolutionary
optimization systems developed specifically for
catalyst optimization. In particular, it is shown that
the interplay between cardinality constraints and
linear equality and inequality constraints allows
GENACAT to efficienlty determine the set of feasible
solutions, and to split the original optimization task
into a sequence of discrete and continuous
optimization. Finally, the genetic operations employed
in the discrete optimization are sketched, among which
crossover is based on an assumption about the
importance of the choice of sets of continuous
variables in the cardinality constraints.",
notes = "Also known as \cite{2002015} Distributed on CD-ROM at
GECCO-2011.