ABSOLUTE CONTINUITIES OF EXIT MEASURES AND TOTAL WEIGHTED OCCUPATION TIME MEASURES FOR SUPER-α-STABL

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Suppose X is a super-α-stable process in Rd, (0 <α< 2), whose branching rate function is dt, and branching mechanism is of the form ψ(z) = z1+β (0 <β≤ 1). Let Xτ and Yτ denote the exit measure and the total weighted occupation time measure of X in a bounded smooth domain D, respectively. The absolute continuities of Xτ and Yτ are discussed.
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