1999
DOI: 10.1080/07362999908809588
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Local time for stable discontinuous superprocesses in one dimension

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“…as ε n → 0, i.e., the finite-dimensional distributions of {L 0,ε } ε>0 converge to those of L 0 . Following the approach of [12] it is possible to show tightness of {L 0,ε } ε>0 , and, hence, weak convergence of {L 0,ε } ε>0 to L 0 as ε → 0 in the Skorokhod space D [0,T ] (R).…”
Section: Some Properties Of the Green Functionmentioning
confidence: 99%
“…as ε n → 0, i.e., the finite-dimensional distributions of {L 0,ε } ε>0 converge to those of L 0 . Following the approach of [12] it is possible to show tightness of {L 0,ε } ε>0 , and, hence, weak convergence of {L 0,ε } ε>0 to L 0 as ε → 0 in the Skorokhod space D [0,T ] (R).…”
Section: Some Properties Of the Green Functionmentioning
confidence: 99%