The Measure Properties of a Class of General Subordinators and the Random Reorderings of the Cantor Set

doi:10.1201/9781003067498-12

Chapter

The Measure Properties of a Class of General Subordinators and the Random Reorderings of the Cantor Set

ABSTRACT

Let X be a stable subordinator with index 0 < α < 1. Taylor and Wendel (1966) found the exact Hausdorff measure function for X[0,1]. An integral test for the packing measure function of X[0,1] was given by Taylor (1987).