1Blurb:: 2Set niching distance to percentage of non-dominated range 3Description:: 4The \c radial nicher requires as input a vector of fractions with 5length equal to the number of objectives. The elements of the vector 6are interpreted as percentages of the non-dominated range for each 7objective defining a minimum distance to all other designs. All 8values should be in the range (0, 1). The minimum allowable distance 9between any two designs in the performance space is the Euclidian 10(simple square-root-sum-of-squares calculation) distance defined by 11these percentages. The \c distance nicher has a similar input vector 12requirement, only the distance is the minimum distance in each 13dimension. 14 15Topics:: 16Examples:: 17Theory:: 18Faq:: 19See_Also:: 20