Submitted:
16 December 2021
Posted:
17 December 2021
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Abstract
We propose two methods for obtaining estimations on the minimum distance and covering radius of orthogonal arrays. Both methods are based on knowledge about the (feasible) sets of distance distributions of orthogonal arrays with given length, cardinality, factors and strength. New bounds are presented either in analytic form and as products of an ongoing project for computation and investigation of the possible distance distributions of orthogonal arrays with parameters in doable ranges.
Keywords:
Orthogonal Arrays
; Distance distributions
; Minimum distance
; Covering radius
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