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What is Fitness Landscape

Encyclopedia of Artificial Intelligence
A representation of the search space of an optimization problem that brings out the differences in the fitness of the solutions, such that those with good fitness are “higher”. Optimal solutions are the maxima of the fitness landscape
Published in Chapter:
Multi-Objective Evolutionary Algorithms
Sanjoy Das (Kansas State University, USA) and Bijaya K. Panigrahi (Indian Institute of Technology, India)
Copyright: © 2009 |Pages: 7
DOI: 10.4018/978-1-59904-849-9.ch167
Abstract
Real world optimization problems are often too complex to be solved through analytical means. Evolutionary algorithms, a class of algorithms that borrow paradigms from nature, are particularly well suited to address such problems. These algorithms are stochastic methods of optimization that have become immensely popular recently, because they are derivative-free methods, are not as prone to getting trapped in local minima (as they are population based), and are shown to work well for many complex optimization problems. Although evolutionary algorithms have conventionally focussed on optimizing single objective functions, most practical problems in engineering are inherently multi-objective in nature. Multi-objective evolutionary optimization is a relatively new, and rapidly expanding area of research in evolutionary computation that looks at ways to address these problems. In this chapter, we provide an overview of some of the most significant issues in multi-objective optimization (Deb, 2001).
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More Results
Stochastic Optimization Algorithms
If one plots the fitness of all possible solutions to a problem, one obtains a “landscape” that an optimization algorithm will explore, usually to find a global optimum.
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Nature Inspired Methods for Multi-Objective Optimization
A representation of the search space of an optimization problem that brings out the differences in the fitness of the solutions, such that those with good fitness are “higher”. Optimal solutions are the minima of the fitness landscape.
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Finding Attractors on a Folding Energy Landscape
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Nelder-Mead Evolutionary Hybrid Algorithms
A representation of the search space of an optimization problem that brings out the differences in the fitness of the solutions, such that those with good fitness are “higher”. Optimal solutions are the maxima of the fitness landscape.
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