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Directed mutation abandons the so-called random mutation hypothesis postulating mutations to occur at random, regardless of fitness consequences to the resulting offspring. By introducing skewness into the mutation operators, bigger portions of offspring can be created in the area of higher fitness with respect to the elder and thus promising directions of the evolution path can be favored. The aim of this work is to present the foundations of directed mutation as well as different operators in one single place. Their characteristics will be presented and their advantages and disadvantages are discussed. Furthermore, an application scenario will be presented that shows how evolutionary algorithm and directed mutation can be applied in engineering design. In addition, some experimental results solving a real world optimization task in this scenario are provided. Finally some first, preliminary results of a multivariate skew distribution as mutation operator in a covariance matrix adaptation algorithm will be presented.
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