引进了所有星体集合上对偶Orlicz Hausdorff度量,讨论了其一些基本性质;并将其与一些经典的对偶Hausdorff度量做了比较:设φ∈£,K,L∈S0^n,则δφ(K,L)≥δ1(K,L).
In this paper, we introduced dual Orlicz Hausdorff metric for all star bodies sets, discussed some of their basic properties, and compared them with some classical dual Hausdorff metrics. Letφ∈£,K,L∈S0^n,then δφ(K,L)≥δ1(K,L).